{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# ***Introduction to Radar Using Python and MATLAB***\n",
    "## Andy Harrison - Copyright (C) 2019 Artech House\n",
    "<br/>\n",
    "\n",
    "# Frank Code Ambiguity Function\n",
    "***"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Referring to Section 8.7.2,  Frank codes are polyphase codes representing a quadratic phase shift in a discrete manner.  To generate a Frank code, a single pulse is divided into $N$ groups.  Next, each group is divided into $N$ subpulses.  Therefore, the length of Frank codes are perfect squares, $L = N^2$.  Frank codes may be represented as a matrix of the form (Equation 8.72)\n",
    "\n",
    "\\begin{equation}\n",
    "F_N = \\frac{2\\pi}{N}\n",
    "\\begin{bmatrix}\n",
    "    0 & 0 & 0 & \\dots  & 0 \\\\\n",
    "    0 & 1 & 2 & \\dots  & N-1 \\\\\n",
    "    0 & 2 & 4 & \\dots  & 2(N-1) \\\\\n",
    "    \\vdots & \\vdots & \\vdots & \\ddots & \\vdots \\\\\n",
    "    0 & N-1 & 2(N-1) & \\dots  & (N-1)^2\n",
    "\\end{bmatrix}\\hspace{0.5in} \\text{(rad)},\n",
    "\\end{equation}\n",
    "\n",
    "where each row is the phase shift associated with the subpulses in that group.  Frank codes may also be expressed more compactly as (Equation 8.73)\n",
    "\n",
    "\\begin{equation}\n",
    "    F_N = \\frac{2\\pi}{N}(m - 1)(n - 1) \\hspace{0.2in} \\text{for} \\hspace{0.2in} m,n = 1 \\dots N \\hspace{0.5in} \\text{(rad)}.\n",
    "\\end{equation}\n",
    "\n",
    "For example, the Frank code for $N=3$ is (Equation 8.74)\n",
    "\n",
    "\\begin{equation}\n",
    "    F_3 = \\frac{2\\pi}{3}[\\;0\\;\\; 0\\;\\;  0\\;\\; 0\\;\\; 1\\;\\; 2\\;\\; 0\\;\\; 2\\;\\; 4\\;] = \\left[\\;0\\;\\; 0\\;\\;  0\\;\\; 0\\;\\; \\frac{2\\pi}{3}\\;\\; \\frac{4\\pi}{3}\\;\\; 0\\;\\; \\frac{4\\pi}{3}\\;\\; \\frac{2\\pi}{3}\\;\\right].\n",
    "\\end{equation}\n",
    "\n",
    "For phase shifts larger than $2\\pi$, the phase wraps and the modulo with $2\\pi$ is used.  The phase shift associated with each subpulse for Frank code $F_3$ is illustrated in Figure 8.21.\n",
    "\n",
    "The ambiguity function of Frank code waveforms is similar to that of LFM waveforms.  This is expected as the Frank code is a discrete version of a quadratic phase shift.  For very long Frank codes, the phase shift between subpulses becomes small.  This can be problematic as phase instability of the system degrades the phase shift associated with each subpulse and reduces the performance of the waveform.  Other discrete polyphase waveforms have been developed to approximate quadratic phase shifts.\n",
    "***"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Begin by getting the library path"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import lib_path"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Set the N-phase code and the chip width (s)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "n_phase = 3\n",
    "\n",
    "chip_width = 0.1"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Generate the N-phase Frank code"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "from Libs.ambiguity.frank_code import n_phase_code\n",
    "\n",
    "code = n_phase_code(n_phase)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Calculate the ambiguity function for the Frank coded waveform"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "from Libs.ambiguity.ambiguity_function import phase_coded_wf\n",
    "\n",
    "ambiguity, time_delay, doppler_frequency = phase_coded_wf(code, chip_width)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Display the zero-Doppler cut, the zero-range cut, and the 2D contour plot using the `matplotlib` routines"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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7be1jEhEsLy879Zhs/zqJCOr1ulOPyfavU6vVQjqdduox2fx1+tO7n8CRmRRedts+Zx7Tbvg61et1dDodpx6T7V8nAFhcXHTqMdn+dYrH46hWq049Jtu/Tu12G9lsdtc9pq2I9qVKReSnARw1xnzXJn9/D4CfMcb8Uf/1PQAWAew1xmy6TfT48ePmxIkTAYw4eMvLy1hYWAh7GJHC5vrYXB+b63r2z3wMR2ZT+LM3PC/soUQK57k+NtfH5vp2a3MRudsYc3yjv7Nxq+d9AG4fef12AOe3WvTtdi7uIbYdm+tjc31srqva7KDa7IY9jMjhPNfH5vrYXJ+LzTVv55AQkQyAOIC4iGREZKOtpu8H8BoRuUVE5gC8FcB7tcYZhu0Oy5L/2Fwfm+tjcz29nkGt1UWtxYWfNs5zfWyuj831udhc8xG9FUAd3q0avr3/57eKyNUiUhGRqwHAGPM3AH4BwD8AeALASQA/qThOdYP9v6SHzfWxuT4211NtdQAAtbZ7zxDbjvNcH5vrY3N9LjbXvJ3D24wxsu7lbcaYJ4wxBWPMEyPv+0vGmAPGmBljzHcbY5pa4wxDo9EIewiRw+b62Fwfm+sZbPGsNDshjyR6OM/1sbk+NtfnYnP3jmHuQp0Of1HQxub62Fwfm+sZLPjaXYNWh0f9NHGe62NzfWyuz8XmXPhZwMU9xLZjc31sro/N9VRHjvRVedRPFee5PjbXx+b6XGzu3iPahVzcQ2w7NtfH5vrYXM/gHD+A2z21cZ7rY3N9bK7PxeZc+FlgcNNH0sPm+thcH5vrGb2NAxd+ujjP9bG5PjbX52JzLvws0G63wx5C5LC5PjbXx+Z6uNUzPJzn+thcH5vrc7E5F34WEJGwhxA5bK6PzfWxuZ7Ro3w84qeL81wfm+tjc30uNufCzwKFQiHsIUQOm+tjc31srqfKhV9oOM/1sbk+NtfnYnMu/Czg4h5i27G5PjbXx+Z6uNUzPJzn+thcH5vrc7E5F34WaLVaYQ8hcthcH5vrY3M9lWYXg11BlZELvVDwOM/1sbk+NtfnYnMu/IiIiHao2uxgTz41/DMREZFtuPCzgIt7iG3H5vrYXB+b66m0OpjJJpFJxHiOnzLOc31sro/N9bnYnAs/C7h4KNl2bK6PzfWxuZ5qs4NCOoFcKs6FnzLOc31sro/N9bnYnAs/C7g4sWzH5vrYXB+b66k2O8inEsilYtzqqYzzXB+b62NzfS4258KPiIhohyrNLvL9I35c+BERkY248LNAPp8PewiRw+b62Fwfm+vxtnrGMZNNodzgwk8T57k+NtfH5vpcbM6FnwU6Hf6SoI3N9bG5PjbXU212kEsnkEvGUG2xuybOc31sro/N9bnYnAs/C7h4g0jbsbk+NtfH5nqqLe/iLpmEoMr7+KniPNfH5vrYXJ+LzbnwIyIi2oFOt4dGu4d8KoF8Ks6tnkREZCUu/Czg4h5i27G5PjbXx+Y6qi3vCF8+HcdcPs2LuyjjPNfH5vrYXJ+Lzbnws0Cv1wt7CJHD5vrYXB+b6xgs9ArpBHLJOOrtLro9E/KoooPzXB+b62NzfS4258LPAvV6PewhRA6b62NzfWyuY7Dwy6cTSMa8XxR4gRc9nOf62Fwfm+tzsTkXfkRERDtQGTniV0jFvbfxPD8iIrIMF34WyOVyYQ8hcthcH5vrY3Mdg6t45tMJzBez/bdx4aeF81wfm+tjc30uNufCj4iIaAcqw62eceRSicveRkREZAsu/CxQq9XCHkLksLk+NtfH5jpGL+6SNJ3+23gvPy2c5/rYXB+b63OxORd+REREOzC4kEs+nUAu5f1YrTTbYQ6JiIjoClz4WSCbzYY9hMhhc31sro/NdYxe3GVhJt9/G4/4aeE818fm+thcn4vNufCzQCzGL4M2NtfH5vrYXEe12UE8JkgnYihmksO3kQ7Oc31sro/N9bnY3L1HtAtVq9WwhxA5bK6PzfWxuY5qs4t8Kg4RgXSaAHhxF02c5/rYXB+b63OxORd+REREO1BtdlBIe1fzTCViSMaFCz8iIrIOF34WSKfTYQ8hcthcH5vrY3Md1VYHuf7CL51OI59OcKunIs5zfWyuj831udicCz8LJBKJsIcQOWyuj831sbmOcuPSEb9EIoF8KsEjfoo4z/WxuT421+dicy78LODiHmLbsbk+NtfH5jqqzQ6KGe8XhGq1imImgUqDCz8tnOf62Fwfm+tzsTkXfkRERDtQGTnHD/Du5ze4tx8REZEtuPCzQCqVCnsIkcPm+thcH5vrqDQ6yA8u7pJKIZ9O8D5+ijjP9bG5PjbX52JzLvws4OLEsh2b62NzfWyuY/SIXyqVQpEXd1HFea6PzfWxuT4Xm3PhZ4FKpRL2ECKHzfWxuT42D54xBpWRc/wqlQry6TjP8VPEea6PzfWxuT4Xm3PhR0RENKV6u4uewXCrJwDezoGIiKzEhZ8FXDyUbDs218fm+tg8eIPbNoxu9SykE6i0OjDGhDm0yOA818fm+thcn4vNufCzgIs3iLQdm+tjc31sHrzBls7BVs90Oo1COgFjgFqLF3jRwHmuj831sbk+F5tz4WcBF/cQ247N9bG5PjYP3uCIXz41eo5f/55+3O6pgvNcH5vrY3N9Ljbnws8C3A6kj831sbk+Ng/ecKtn/4ifMWa47bPChZ8KznN9bK6PzfW52Dyx/btQ0JLJZNhDiBw218fm+tg8eIOtnoPFXjKZRCHtbfGs8l5+KjjP9bG5PjbX52JzHvGzgIt7iG3H5vrYXB+bB2/9xV3S6fRwq2e52Q5tXFHCea6PzfWxuT4Xm3PhZ4FarRb2ECKHzfWxuT42D1513VbPWq02XATyiJ8OznN9bK6PzfW52JwLPwv0er2whxA5bK6PzfWxefDK64749Xo95NNxALy4ixbOc31sro/N9bnYnOf4WSCR4JdBG5vrY3N9bB68SqODREyQTnjPoyYSCRTig62eXPhp4DzXx+b62Fyfi83de0S7UCaTCXsIkcPm+thcH5sHr9rsoJBJQEQAeM1TMd7OQRPnuT4218fm+lxszq2eFnBxD7Ht2Fwfm+tj8+CVm53hNk/Aa55NxhETLvy0cJ7rY3N9bK7PxeZc+FnAxT3EtmNzfWyuj82DV2lcvvDr9XoQEeTTCd7HTwnnuT4218fm+lxszoWfBWIxfhm0sbk+NtfH5sGrrDviN2heSCeG9/ijYHGe62NzfWyuz8Xm7j2iXSiXy4U9hMhhc31sro/Ng1dtdob37QMuNc+nE6i2uPDTwHmuj831sbk+F5tz4WeBRqMR9hAih831sbk+Ng9euX9xl4FBc2+rJ+/jp4HzXB+b62NzfS4258LPAp0OnxXWxub62Fwfmwev0uigOHLEb9C8mE7w4i5KOM/1sbk+NtfnYnMu/Czg4h5i27G5PjbXx+bBW7/Vc9A8n47zHD8lnOf62Fwfm+tzsbl7j2gXcnEPse3YXB+b62PzYHV7BtVW97KLu4ye48ereurgPNfH5vrYXJ+Lzbnws0Cz2Qx7CJHD5vrYXB+bB2tw8ZbiyDl+g+ZFLvzUcJ7rY3N9bK7PxeZc+Fmg3W6HPYTIYXN9bK6PzYM1OIdvdKvnoHkh453jZ4wJZWxRwnmuj831sbk+F5tz4WcBEQl7CJHD5vrYXB+bB2twDt/oVs9B80I6iU7PoNlx7wbAtuE818fm+thcn4vNufCzQKFQCHsIkcPm+thcH5sHq9w/4jd6O4dB88HbSg33njG2Dee5PjbXx+b6XGzOhZ8FXNxDbDs218fm+tg8WIOtnqNH/EbP8QPAK3sq4DzXx+b62Fyfi8258LNAq9UKewiRw+b62Fwfmwdro62eg+aDC77wAi/B4zzXx+b62Fyfi8258CMiIppCeYMjfgMFHvEjIiLLcOFnARf3ENuOzfWxuT42D9ZGWz3Xn+NX5hG/wHGe62NzfWyuz8XmXPhZwMVDybZjc31sro/NgzU4mpffaKtnOgkAKPOIX+A4z/WxuT421+dicy78LODixLIdm+tjc31sHqxKs4N0IoZU4tKP0ivO8eNVPQPHea6PzfWxuT4Xm3PhR0RENIVKs7Ph+X3ApaOAvLgLERHZggs/C+Tz+bCHEDlsro/N9bF5sCrNzmX38AMuNU8lYkgnYjzHTwHnuT4218fm+lxszoWfBTod/mKgjc31sbk+Ng9WpXHlEb/R5sVMguf4KeA818fm+thcn4vNufCzgIs3iLQdm+tjc31sHqxKs3PZhV2Ay5sXM0nezkEB57k+NtfH5vpcbM6FHxER0RQqzQ6Km5zjB3i3eeA5fkREZAsu/Czg4h5i27G5PjbXx+bB2uocP6C/8OMRv8Bxnutjc31srs/F5lz4WaDX64U9hMhhc31sro/Ng1XdYKvnaPNCJoESb+cQOM5zfWyuj831udicCz8L1Ov1sIcQOWyuj831sXmwyo0rt3qONi9yq6cKznN9bK6PzfW52JwLPyIiogm1Oj00O71N7+MHeFf15MKPiIhswYWfBXK5XNhDiBw218fm+tg8ONX+gm79Vs/R5oWMd46fMUZ1bFHDea6PzfWxuT4Xm3PhR0RENKHBkbz1F3cZVUgn0ekZNNrunSdCRES7Dxd+FqjVamEPIXLYXB+b62Pz4AwWfuvP8RttPlgUlpu8wEuQOM/1sbk+NtfnYnMu/IiIiCZU2WSr56iZ/sKPt3QgIiIbcOFngWw2G/YQIofN9bG5PjYPzmZbPUebDy78wgu8BIvzXB+b62NzfS4258LPArEYvwza2Fwfm+tj8+AMjuKt3+o52ny48OMRv0Bxnutjc31srs/F5u49ol2oWq2GPYTIYXN9bK6PzYOz2VbP0eaDo4ElLvwCxXmuj831sbk+F5tz4UdERDSh6hhX9ZzJJAFwqycREdmBCz8LpNPpsIcQOWyuj831sXlwyv2jePnU5Qu/0eaXtnryqp5B4jzXx+b62Fyfi8258LNAIrH5M8YUDDbXx+b62Dw4lWYHuVQc8Zhc9vbR5nle3EUF57k+NtfH5vpcbM6FnwVc3ENsOzbXx+b62Dw41WZneETvsrePNE8lYkgnYsOjgxQMznN9bK6PzfW52JwLPyIiogmVm50tz+8bKGYSKPOIHxERWYALPwukUqmwhxA5bK6PzfWxeXAqjY2P+K1vXswkeTuHgHGe62NzfWyuz8XmXPhZwMWJZTs218fm+tg8OJtt9VzfvJBO8By/gHGe62NzfWyuz8Xmags/EVkQkQ+JSFVETorIKzZ5v7SI/IaInBeRZRH5CxE5ojXOMFQqlbCHEDlsro/N9bF5cCqbLPzWNy+kEyjzqp6B4jzXx+b62Fyfi801j/j9OoAWgAMAXgngnSJy6wbv90YAXw7g6QAOA1gB8KtagyQiItpOeZOtnusVMgle3IWIiKygsvATkTyAlwP4cWNMxRjzSQB/DuBVG7z7tQA+Yow5b4xpAPhDABstEJ3h4qFk27G5PjbXx+bBqbY6w9s1jLryHD9u9Qwa57k+NtfH5vpcbK51xO8mAB1jzEMjb7sHGy/o3g3gLhE5LCI5eEcH/1phjKFx8QaRtmNzfWyuj82DYYxBudFBcYOreq5vXuQ5foHjPNfH5vrYXJ+LzbXuTFgAUFr3tjUAxQ3e92EApwA8CaAL4PMA3rDRBxWR1wJ4LQAcPXoUjUYDrVYLrVYLAJDP59HpdNBsNoev93o91Ot1AEAulwMA1Go1AEA2m0UsFhvetyOdTiORSAxfT6VSSKVSwz2/qVQK6XQalUoFxhgkk0mk02nUajX0ej0kEglkMpnh67FYDLlcDo1GA51OZ/j6+fPnkc/nISIoFApoNpvDx1AoFHblY2o2m2i329Y+plqthnQ67dRjsv3rVK/XsXfvXqcek+1fp7W1NRw+fNipx2TD16nZMej2DJLoYHFx8bLHtLi4iLm5ueFjivXaKNfbqNfraLfb1j6m3fx1Onv2LIrFolOPyfavU7lcHh4NceUx2f51arVamJ2ddeox2f51KpVKOHLkyK57TFsRY8yW7+AHEXkGgE8ZY3Ijb3sTgBcYY1667n1/F0AewGsAVAG8BcA3GGO+bKvPcfz4cXPixAnfx65hcXERe/fuDXsYkcLm+thcH5sH40KpgTt/9u/w0994G779Oddc9nfrm7/z44/g5//mi3jg7V+LbCquPdRI4DzXx+b62Fzfbm0uIncbY45v9HdaWz0fApAQkRtH3nY7gPs2eN87ALzXGLNsjGnCu7DLnSKy+8qPKZlMhj2EyGFzfWyuj82DUepfrGWjrZ7rmw/ep9zklT2Dwnmuj831sbk+F5urLPyMMVUAHwTwdhHJi8hdAF4G4AMbvPtnAXyHiMyKSBLADwA4Y4xZ1BhrGFzcQ2w7NtfH5vrYPBiD2zOMdY5f/314E/fgcJ7rY3N9bK7Pxeaat3P4AQBZABcA/D6A1xlj7hOR54rI6I0y/guABrxz/S4C+HcAvklxnOoG+35JD5vrY3N9bB6MwcVaipkrnw1e33xwywde4CU4nOf62Fwfm+tzsbnWxV1gjFkG8I0bvP0T8C7+Mnh9Cd6VPCOj1+uFPYTIYXN9bK6PzYMxuC/fRvfxW9988D68l19wOM/1sbk+NtfnYnPNI360iURCbf1NfWyuj831sXkwttrqub754KggF37B4TzXx+b62Fyfi8258LNAJpMJewiRw+b62Fwfmwej3Nh8q+f65sNz/LjVMzCc5/rYXB+b63OxORd+FnBxD7Ht2Fwfm+tj82BstdVz03P8GryqZ1A4z/WxuT421+dicy78LODiHmLbsbk+NtfH5sEoNzrIp+KIx+SKv1vfPM9z/ALHea6PzfWxuT4Xm3PhZ4FYjF8GbWyuj831sXkwKs32hts8gSubpxIxpBMxbvUMEOe5PjbXx+b6XGzu3iPahXK5XNhDiBw218fm+tg8GOVGB4UNLuwCbNy8mEmizIVfYDjP9bG5PjbX52JzLvws0Gg0wh5C5LC5PjbXx+bBKDc6G17RE9i4eTGT4A3cA8R5ro/N9bG5Phebc+FngU6HvxBoY3N9bK6PzYNRbnY23eq5UfNCOjG8BQT5j/NcH5vrY3N9Ljbnws8CLu4hth2b62NzfWwejHKjjeIGV/QENm5eSCd4jl+AOM/1sbk+NtfnYnP3HtEu5OIeYtuxuT4218fmwdhqq+fG5/gleFXPAHGe62NzfWyuz8XmXPhZoNlshj2EyGFzfWyuj82DUdli4bdR80KGR/yCxHmuj831sbk+F5tz4WeBdpvnfmhjc31sro/N/dfu9lBvd1FIb3yO30bNi2ke8QsS57k+NtfH5vpcbM6FnwVErrwJMAWLzfWxuT4291+1f+RusyN+GzUfHPEzxgQ6tqjiPNfH5vrYXJ+Lzbnws0ChUAh7CJHD5vrYXB+b+29w5G6zhd9GzYuZJLo9g0a7F+jYoorzXB+b62NzfS4258LPAi7uIbYdm+tjc31s7r9S/7YME53j178CaLnp3rYhG3Ce62NzfWyuz8XmXPhZoNVqhT2EyGFzfWyuj839Vxke8dv4HL+Nmg8WibyJezA4z/WxuT421+dicy78iIiIxrTdVs+NDI74lbjwIyKiEHHhZwEX9xDbjs31sbk+NvffYLtmYZMbuG/UfCbrHR0sN7jVMwic5/rYXB+b63OxORd+FnDxULLt2Fwfm+tjc//tZKsnb+kQDM5zfWyuj831udicCz8LuDixbMfm+thcH5v7r7TNVs+NF3484hckznN9bK6PzfW52JwLPyIiojGVGx0k44J0YvwfnzP9RWKpziN+REQUHi78LJDP58MeQuSwuT4218fm/qs02yhmkpve2Hej5vlUAiI84hcUznN9bK6PzfW52JwLPwt0OnwWWBub62NzfWzuv3Kjs+UVPTdqHosJiukEr+oZEM5zfWyuj831udicCz8LuHiDSNuxuT4218fm/is3Opte0RPYvHkxkxze/J38xXmuj831sbk+F5tz4UdERDSmyjZH/DZTzCR4VU8iIgoVF34WcHEPse3YXB+b62Nz/5Ua7U1v5QBs3nwmm0SpziN+QeA818fm+thcn4vNufCzQK/XC3sIkcPm+thcH5v7r9zooLjFVs/Nms/wiF9gOM/1sbk+NtfnYnMu/CxQr9fDHkLksLk+NtfH5v6rNLfe6rlZ85lMEuUmj/gFgfNcH5vrY3N9Ljbnwo+IiGgMxpj+wm/zrZ6bKWYSvI8fERGFigs/C+RyubCHEDlsro/N9bG5v2qtLro9g8IWR/w2a17MJFFutGGMCWp4kcV5ro/N9bG5Phebc+FHREQ0hkrTO2I3zVU9Z7IJ9AxQbXX9HhYREdFYuPCzQK1WC3sIkcPm+thcH5v7q9y/D99WWz03az74N2Xey893nOf62Fwfm+tzsTkXfkRERGMo9a/KudVVPTczOErIK3sSEVFYuPCzQDabDXsIkcPm+thcH5v7q9LYfqvnZs1n+kf8eC8//3Ge62NzfWyuz8XmXPhZIBbjl0Ebm+tjc31s7q/ycOG3+VbPzZrziF9wOM/1sbk+NtfnYnP3HtEuVK1Wwx5C5LC5PjbXx+b+Gpyft9VVPTdrPpPtH/HjOX6+4zzXx+b62Fyfi8258CMiIhrDTq7qOfg3JR7xIyKikHDhZ4F0Oh32ECKHzfWxuT4299dg0VZIbb7w26z5DK/qGRjOc31sro/N9bnYnAs/CyQSkz97TDvD5vrYXB+b+6vS6KCQTiAWk03fZ7Pm6UQMqXgMpTqP+PmN81wfm+tjc30uNufCzwIu7iG2HZvrY3N9bO6vcqO97TbPzZqLCIqZBI/4BYDzXB+b62NzfS4258KPiIhoDOVGZ6rz+wa8hR+P+BERUTi48LNAKpUKewiRw+b62Fwfm/ur3GyjsM3N27dqPpNN8qqeAeA818fm+thcn4vNufCzgIsTy3Zsro/N9bG5v8qNzvC2DJvZqjmP+AWD81wfm+tjc30uNufCzwKVSiXsIUQOm+tjc31s7q9SvT28Oudmtmo+k0miVOcRP79xnutjc31srs/F5lz4ERERjaHU6GAmy3P8iIhod+LCzwIuHkq2HZvrY3N9bO4fY0z/qp472eqZ5FU9A8B5ro/N9bG5Phebc+FnARdvEGk7NtfH5vrY3D+Ndg/trtl2q+dWzWcySVRbXXS6Pb+HF2mc5/rYXB+b63OxORd+FnBxD7Ht2Fwfm+tjc/8Mrsa53VbPrZoPbgVRaXK7p584z/WxuT421+dicy78LGCMCXsIkcPm+thcH5v7Z7BFc7sjfls1H1wRtFTnws9PnOf62Fwfm+tzsTkXfhZIJrf+RYL8x+b62Fwfm/tnrb9Y2+4G7ls1H/xb3svPX5zn+thcH5vrc7E5F34WcHEPse3YXB+b62Nz/1za6jn9OX6DhR+v7OkvznN9bK6PzfW52JwLPwvUarWwhxA5bK6PzfWxuX8G99/bbqvnVs0H/5ZH/PzFea6PzfWxuT4Xm3PhZ4Fej1d408bm+thcH5v7Z3CUbmabrZ5bNR8s/HjEz1+c5/rYXB+b63OxORd+Fkgkpr8hME2HzfWxuT4298+4Wz23an5pqyeP+PmJ81wfm+tjc30uNufCzwKZTCbsIUQOm+tjc31s7p9SvYNUPIZ0Yusfm1s1H17chVf19BXnuT4218fm+lxszoWfBVzcQ2w7NtfH5vrY3D/lRhvFTAIisuX7bdU8EY8hl4rziJ/POM/1sbk+NtfnYnMu/Czg4h5i27G5PjbXx+b+KTU6227zBLZvPpNJ8uIuPuM818fm+thcn4vNufCzQCzGL4M2NtfH5vrY3D+lenvbC7sA2zcvZhK8uIvPOM/1sbk+NtfnYnP3HtEulMvlwh5C5LC5PjbXx+b+KTXaYx3x2645F37+4zzXx+b62Fyfi8258LNAo9EIewiRw+b62Fwfm/un3OgML86yle2az2S51dNvnOf62Fwfm+tzsTkXfhbodPjsrzY218fm+tjcP95Wz+2P+G3XvJhJ8oifzzjP9bG5PjbX52JzLvws4OIeYtuxuT4218fm/hl3q+c45/iV6jzi5yfOc31sro/N9bnY3L1HtAu5uIfYdmyuj831sbk/Wp0eGu0eiuntt3pu13yGR/x8x3muj831sbk+F5tz4WeBZrMZ9hAih831sbk+NvfH4L574xzx2655MZNAq9tDo931ZWzEeR4GNtfH5vpcbM6FnwXabW770cbm+thcH5v7o9Q/QjeT3f6I33bNB4tHXuDFP5zn+thcH5vrc7E5F34WEJGwhxA5bK6PzfWxuT8G5+QV09sf8duu+eBegNzu6R/Oc31sro/N9bnYnAs/CxQKhbCHEDlsro/N9bG5P8rDI37bL/y2a17kws93nOf62Fwfm+tzsTkXfhZwcQ+x7dhcH5vrY3N/lIbn+G2/1XO75oNbQvDKnv7hPNfH5vrYXJ+Lzbnws0Cr1Qp7CJHD5vrYXB+b+2OwSBvnPn7bNS/2PwaP+PmH81wfm+tjc30uNufCj4iIaAuDI36DbZo7MThqyIu7EBGRNi78LODiHmLbsbk+NtfH5v4oNzqICZBPbb/w2/4cP2719BvnuT4218fm+lxszoWfBVw8lGw7NtfH5vrY3B+lehvFTBKx2PZXeNuueT4VRzwmPOLnI85zfWyuj831udicCz8LuDixbMfm+thcH5v7o9TojL3Nc7vmIoKZTAKlOs/x8wvnuT4218fm+lxszoUfERHRFsqN9lgXdhnXbDaJNW71JCIiZVz4WSCfz4c9hMhhc31sro/N/VGqd8a6lQMwXvOZbJJbPX3Eea6PzfWxuT4Xm3PhZ4FOh1t+tLG5PjbXx+b+KDXaw4uybGec5jzi5y/Oc31sro/N9bnYnAs/C7h4g0jbsbk+NtfH5v4o1cff6jlO85kMF35+4jzXx+b62Fyfi8258CMiItpCuTH+Vs9xzGSTvLgLERGp48LPAi7uIbYdm+tjc31svnPdnkG52Rn7iN84zWezSZTqbRhjdjo8Aud5GNhcH5vrc7E5F34W6PV6YQ8hcthcH5vrY/OdqzS8I3Pj3s5hnOYz2QRa3R6aHX59/MB5ro/N9bG5Phebc+FngXq9HvYQIofN9bG5PjbfucHVN2ey4x3xG6f5bP9j8Tw/f3Ce62NzfWyuz8XmXPgRERFtYrjw8/E+foOPVeLCj4iIFHHhZ4FcLhf2ECKHzfWxuT4237nBRVhmxtzqOU5zHvHzF+e5PjbXx+b6XGzOhR8REdEmJt3qOY4ZLvyIiCgEXPhZoFarhT2EyGFzfWyuj813rtwYHPEbb+E3TvPBEb/BopJ2hvNcH5vrY3N9Ljbnwo+IiGgTg/Pwxr2q5ziGWz1rXPgREZGesX+SichTAHwLgIPGmNf3X08ZY+4NbHQRkc1mwx5C5LC5PjbXx+Y7NzgqN+7Cb5zmg49VavAm7n7gPNfH5vrYXJ+Lzcc64ici3wLgHwEcAfCq/psLAH4poHFFSizGA6/a2Fwfm+tj851bq7eRT8WRiI/XcpzmyXgM+VSc5/j5hPNcH5vrY3N9LjYf9xG9HcCLjTHfD6Dbf9s9AG4PZFQRU61Wwx5C5LC5PjbXx+Y7t1ZvD7dmjmPc5jPZJBd+PuE818fm+thcn4vNx1347Qcw2NJpRv5rNn73K4nIgoh8SESqInJSRF6xxfs+U0T+UUQqInJeRN447uchIiLyS6ne8fWKngOz2STv40dERKrGXfjdjUtbPAe+FcBnJvhcvw6gBeAAgFcCeKeI3Lr+nURkL4C/AfCbAPYAuAHA307weXaddDod9hAih831sbk+Nt+50oRH/MZtziN+/uE818fm+thcn4vNx724y38C8Lci8hoAeRH5CICbALxknH8sInkALwdwmzGmAuCTIvLn8BaTP7Lu3X8YwEeMMb/Xf70J4IExx7krJRL+XS2OxsPm+thcH5vv3Fq9jWv2jH8T33Gbz2SSeHK1Pu2waATnuT4218fm+lxsPtYRP2PMFwE8Bd5Ru7cC+B0ATzPGPDzm57kJQMcY89DI2+4BcMURPwDPAbAsIv8kIhdE5C9E5OoxP8+u5OIeYtuxuT4218fmOxfUOX7c6ukfznN9bK6PzfW52Hzspawxpgbgj6b8PAUApXVvWwNQ3OB9jwJ4JoAXA/g8gF8A8PsA7lr/jiLyWgCvBYCjR4+i0Wig1Wqh1WoBAPL5PDqdDprN5vD1Xq+Het17ljWX857FHdygMZvNIhaLDb/Q6XQaiURi+HoqlUIqlUKlUhm+nk6nUalUYIxBMplEOp1GrVZDr9dDIpFAJpMZvh6LxZDL5dBoNNDpdIavDz6eiKBQKKDZbA4fQ6FQ2JWPqdlsot1uW/uYWq0WlpeXnXpMtn+darUa6vW6U4/J9q/T2tqac49J++u0WmshE+uh0WiM9ZjW1tbGeky5JLBaa2FxcdHJuaf5mEol79cLlx6T7V+nZrM5nLuuPCbbv07NZhPVatWpx2T712ltbQ3FYnHXPaatiDEbX59FRD6BMS7eYox53nbvIyLPAPApY0xu5G1vAvACY8xL173vPQD+1Rjz3f3X9wBYBDBnjFnb7HMcP37cnDhxYruhWKlUKmFmZibsYUQKm+tjc31svjOtTg83vfWv8aYX34QffNGNY/2bcZu/42MP4R0fexhf+pmvG/tWEbQxznN9bK6PzfXt1uYicrcx5vhGf7fVEb93jfz5egCvBvA+ACcBXA3gOwG8Z8wxPAQgISI3jmwPvR3AfRu87724fME59pVDd6tUKhX2ECKHzfWxuT4235nBxVdmc+Nv9Ry3+WD7aLnRwXyeX6ed4DzXx+b62Fyfi803fZrRGPO+wQu8i7h8jTHmvxpjfssY81YAX9N/2ZYxpgrggwDeLiJ5EbkLwMsAfGCDd/8dAN8kIneISBLAjwP45FZH+3a7weFc0sPm+thcH5vvzHDhN8E5fuM2n8l4H7PU4Hl+O8V5ro/N9bG5Phebj7u/5KkAHln3tsfgXfBlXD8AIAvgArxz9l5njLlPRJ4rIsOyxpi/B/BjAP6q/743ANj0nn9ERERBGCz8Bos0Pw0Wk7ylAxERaRn34i7/F8B7ReTHAZwGcBWAtwH4xLifyBizDOAbN3j7J+Bd/GX0be8E8M5xP/Zu5+KhZNuxuT4218fmOzO46uYkN3Aft/ngY5bqnckHRpfhPNfH5vrYXJ+Lzcc94vdd/f/eB6AC72qbAuC7AxhT5Lh4g0jbsbk+NtfH5jszzVbPcZvziJ9/OM/1sbk+NtfnYvNx7+O3bIz5VgAZAIcBZI0x32aMWQx0dBHh4h5i27G5PjbXx+Y7E+g5ftnEZZ+Dpsd5ro/N9bG5Phebj7XVU0SuW/emvIgAAIwxj/o9qKjZ7JYaFBw218fm+th8Z0pTLPzGbT74mLy4y85xnutjc31srs/F5uOe4/cleLdVkJG3DWrEfR1RBCWT/l84gLbG5vrYXB+b78xavY1sMo5UYvz77I3bPJuMIxkXHvHzAee5PjbXx+b6XGw+1sLPGHPZTz0ROQjgJzHBxV1ocy7uIbYdm+tjc31svjNr9fZER/uA8ZuLCGYyyeFRRZoe57k+NtfH5vpcbD7+05gjjDHnAPwQgJ/zdTQRVavVwh5C5LC5PjbXx+Y7M83Cb5Lms9kkj/j5gPNcH5vrY3N9LjafauHXdzOAnF8DibJerxf2ECKHzfWxuT4235lpFn6TNC9y4ecLznN9bK6PzfW52Hzci7t8ApfO6QO8Bd+tAN4exKCiJpEY91RL8gub62NzfWy+M2v1No7OT/b85iTNecTPH5zn+thcH5vrc7H5uI/oXeterwK4xxjzsM/jiaRMJhP2ECKHzfWxuT4235lSvY3Zw5Md8Zuk+Ww2iVPL7m0l0sZ5ro/N9bG5Phebj7vwqxlj/nj9G0Xkm40xf+LzmCKnVqs5Oblsxub62Fwfm+/MtOf4jdt8JpPgxV18wHmuj831sbk+F5uPe47fuzd5+2/5NZAoc3EPse3YXB+b62Pz6bW7PVRb3UDP8Rts9XTxXlGaOM/1sbk+NtfnYvMtj/iN3Lg9JiLX4vL7+F0HoBHUwKIkFtvJNXZoGmyuj831sfn0Lt28fbJzPCZpPpNNotMzqLW6yKfdO5dEC+e5PjbXx+b6XGy+3U+a0Ru3P7Lu784BeFsAY4qcXI4XR9XG5vrYXB+bT29w0ZXZ3GRH/CZpPjiaWGq0ufDbAc5zfWyuj831udh8y6WsMSZmjIkD+ET/z6Mvh40x3Orpg0aDB061sbk+NtfH5tMrNToAgJnMZAu/SZoPPjav7LkznOf62Fwfm+tzsflYxzCNMc8PeiBR1ul0wh5C5LC5PjbXx+bTGx7xm/Acv0maDz72Wo0Lv53gPNfH5vrYXJ+LzTfdWyIif2OM+dr+n9ffx2/IGPO8gMYWGS7uIbYdm+tjc31sPr1pF36TNJ/L8YifHzjP9bG5PjbX52LzrU4qeP/In9ffx4985OIeYtuxuT4218fm05t24TfNOX6rXPjtCOe5PjbXx+b6XGy+6cLPGPO/R/78Pp3hRFOz2XTuPiG2Y3N9bK6Pzac3uKrnzIQLv0maD4/4cavnjnCe62NzfWyuz8XmW231fPU4H8AY8x7/hhNN7TZ/6Gtjc31sro/Np7dWbyOdiCGTjE/07yZpXkgnEI8JVuutSYdHIzjP9bG5PjbX52LzrbZ6vmqMf28AcOG3QyKy/TuRr9hcH5vrY/PprdXaE2/zBCZrLiKYyyaxyiN+O8J5ro/N9bG5Phebb7XV84WaA4myQqEQ9hAih831sbk+Np/eWn26hd+kzWdzSZ7jt0Oc5/rYXB+b63Ox+diXqxGRORF5pYi8uf/fuQDHFSnNZjPsIUQOm+tjc31sPr1pF36TNp/LJnmO3w5xnutjc31srs/F5mMt/ETkqwA8DuA/AXg2gB8E8LiIvCi4oUVHq8XzO7SxuT4218fm05t24Tdp87lciuf47RDnuT4218fm+lxsPu4Rv18D8FpjzJcZY/6DMeY5AL4XwK8HNzQiIqJwTLvwm9RcNsn7+BERkYpxF36HAfzpurd9CMBBf4cTTS7uIbYdm+tjc31sPr1Soz3xrRyAyZvP8OIuO8Z5ro/N9bG5Phebj7vw+wCA16972+tw+U3eaUouHkq2HZvrY3N9bD6dbs+g3OgobfVMotzooNPtTfy5yMN5ro/N9bG5Phebb3U7h1HPAPD9IvIWAE8COAJgP4BPi8g/Dt7JGPM8/4foPhcnlu3YXB+b62Pz6ZQb3hE4lYVf/3OUGh0s5FMTfz7iPA8Dm+tjc30uNh934ffb/RciIiKnDc65m2ar56Tmct5ib7XW4sKPiIgCNdbCzxjzvqAHEmX5fD7sIUQOm+tjc31sPp3Bwm+aI36TNp/NeZ+D9/KbHue5PjbXx+b6XGw+7hE/iMhz4W35vOxMR2PMz/o9qKjpdDphDyFy2Fwfm+tj8+nsZOE3afPBVk/ey296nOf62Fwfm+tzsfm49/H7VQB/AuB5AJ468vKU4IYWHS7eINJ2bK6PzfWx+XR2svCb+Abug62evJff1DjP9bG5PjbX52LzcY/4vRLAbcaYM0EOhoiIKGwr/aNv8zmd+/gB4C0diIgocOPezuEUAPeWvZZwcQ+x7dhcH5vrY/PprNW8o2+zUyz8Jm0+w4XfjnGe62NzfWyuz8Xm4x7xew2A3xaR3wdwfvQvjDH/uPE/oXH1erx/kzY218fm+th8Oqu1NnKpONKJ+MT/dtLm8ZhgJpMYbi+lyXGe62NzfWyuz8Xm4y78ngXg6+Cd41cfebsBcLXfg4qaer3u5LMKNmNzfWyuj82ns1JrD7dgTmqa5nO5FFZrPMdvWpzn+thcH5vrc7H5uAu/nwXwUmPMx4IcDBERUdjW6q3hRVc0zOWSvJ0DEREFbtxz/KoAuKUzILlcLuwhRA6b62NzfWw+ndVaG3NTXthlmuaz2STP8dsBznN9bK6PzfW52Hzchd9PAHiHiBwUkdjoS5CDIyIi0rZSa0298JvGbDaJEo/4ERFRwMZduL0HwPcDeBJAu//S6f+XdqhWq4U9hMhhc31sro/Np7NWb0+91XOa5tzquTOc5/rYXB+b63Ox+bjn+F0b6CiIiIgsYIzxtnpOeXGXacxlvYu79HoGsZiofV4iIoqWsY74GWNOrn8BUALw9cEOLxqy2WzYQ4gcNtfH5vrYfHLVVhednpl6q+c0zedySfQMUGl1pvqcUcd5ro/N9bG5PhebT3SOnojEReTfi8ifAjgL4HXBDCtaYjGeKqmNzfWxuT42n9xK1butwrRbPadpPts/urjGC7xMhfNcH5vrY3N9LjYf6xGJyDNF5H8COAPgdwF8A4BvMcY8LcjBRUW1Wg17CJHD5vrYXB+bT25wI/Vpt3pO03ywyOSVPafDea6PzfWxuT4Xm2+58BORN4vI5wH8E7zz/N4I4CCAZQCfDn54REREegaLL+37+AHAap03cSciouBsd3GXnwewBOA7APyxMcYAgAhPPvdTOp0OewiRw+b62Fwfm09upTbY6jndEb9pmg+OLvKI33Q4z/WxuT421+di8+22en4VgL8A8C4Ap0Xkf4jIswCYwEcWIYnEuBdXJb+wuT4218fmkxvcVmHahd80zWeHR/y48JsG57k+NtfH5vpcbL7lws8Y83FjzKvhbe/8EQBPh7fF8wCA7xORPcEP0X0u7iG2HZvrY3N9bD65tf4Rv1nFc/wuXdyFWz2nwXmuj831sbk+F5uPezuHmjHmA8aYFwM4BuDHAbwSwKkAx0ZERKRqpdZGLhVHOhFX+5zpRBy5VJxbPYmIKFATX6fUGHPaGPOzxpinAHhhAGOKnFRK7yIC5GFzfWyuj80nt1prY34HF3aZtvlcNsmtnlPiPNfH5vrYXJ+LzXd0gwpjDK/s6QMXJ5bt2Fwfm+tj88mt1VtTb/MEpm8+m0vxiN+UOM/1sbk+NtfnYnP37ky4C1UqlbCHEDlsro/N9bH55FZq7akv7AJM33w2m0CJR/ymwnmuj831sbk+F5tz4UdERNS3WmvtaKvntOayKd7Hj4iIAsWFnwVcPJRsOzbXx+b62Hxya/X28PYK05j6HL9ckls9p8R5ro/N9bG5Phebj7XwE5G0iPyMiDwqImv9t71ERN4Q7PCiwcUbRNqOzfWxuT42n4wxBqu19vCG6tOYtvlszru4izG8Te6kOM/1sbk+NtfnYvNxj/j9MoDb4N3CYfBT6T4ArwtiUFHj4h5i27G5PjbXx+aTqTQ76PTMjrZ6Ttt8LptCq9NDvd2d+nNHFee5PjbXx+b6XGw+7i3pvwnADcaYqoj0AMAY86SIHAluaNHBZ3j1sbk+NtfH5pMZbLXcyVbPaZvP9z+ndx/BcX80E8B5HgY218fm+lxsPu4RvxbWLRJFZB+AJd9HFEHJ5PS/ZNB02Fwfm+tj88kMFn472eo5bfP5vHeUcaXKC7xMivNcH5vrY3N9LjYfd+H3xwDeJyLXAoCIHALwawD+IKiBRYmLe4htx+b62Fwfm09mcFXNwSJsGtM2H2wvXalx4TcpznN9bK6PzfW52Hzchd+PAXgMwOcBzAF4GMAZAD8VzLCipVarhT2EyGFzfWyuj80n48cRv2mbL+QvbfWkyXCe62NzfWyuz8XmY51IYIxpAfjPAP5zf4vnonFx42tIer1e2EOIHDbXx+b62Hwyq/2jbTs5x2/a5nM5bvWcFue5PjbXx+b6XGw+7u0c/kxEvkVE0saYi1z0+SuR4In82thcH5vrY/PJXDriN/1Wz2mbD44ycqvn5DjP9bG5PjbX52Lzcbd6/l8AbwZwQUTeJyJfIyK8+btPMplM2EOIHDbXx+b62Hwyq/U28qk4Uonpf7xN2zwRj2Emk+ARvylwnutjc31srs/F5mP9dDPG/LIx5k4AxwE8CuAdAM6IyK8EOLbIcHEPse3YXB+b62PzyazUWsMtl9PaSfP5fIrn+E2B81wfm+tjc30uNp/oaU1jzMPGmJ8C8K0A7gXw+kBGFTEu7iG2HZvrY3N9bD6ZtVobczs4vw/YWfP5XIpbPafAea6PzfWxuT4Xm4+98BOR60XkrSJyH4CPwruy5/MDG1mExGLcNauNzfWxuT42n8xqfecLv500n88lufCbAue5PjbXx+b6XGw+1lmLIvJZADcB+DCA/wLgo8aYTpADi5JcLhf2ECKHzfWxuT42n8xKrYWnHpzZ0cfYSfP5fAoPna/s6PNHEee5PjbXx+b6XGw+7lL2/wNw0BjzHcaYv+aiz1+NRiPsIUQOm+tjc31sPhk/tnrupDm3ek6H81wfm+tjc30uNt/0iJ+IyMhtG/6k/7YrForGGPc2wCrrdLiO1sbm+thcH5uPzxjjy1bPnTRfyKdQa3XRaHeRScZ3NI4o4TzXx+b62Fyfi823OuK3NvLnDoD2upfB22iHXNxDbDs218fm+th8fOVmB92e2dE9/ICdNR8sOld5Zc+JcJ7rY3N9bK7PxeZbneN368ifrw16IFHm4h5i27G5PjbXx+bjW616i63ZHR7x20nzhf6tJFZqLRycde/+UUHhPNfH5vrYXJ+LzTddyhpjTo28+i3GmJPrXwC8PPghuq/ZbIY9hMhhc31sro/Nx7fcP7duT35nR/x20nxwD0HexH0ynOf62Fwfm+tzsfm4xzB/YpO3v9WvgURZu81tPdrYXB+b62Pz8Q0WW/M7XPjtpPl83jvayJu4T4bzXB+b62NzfS423/J2DiLyVf0/xkXkhQBk5K+vA1AOamBRIiLbvxP5is31sbk+Nh/fcn/hN9huOa2dNB987mVe2XMinOf62Fwfm+tzsfl29/F7d/+/GQDvGXm7AXAOwA8GMaioKRQKYQ8hcthcH5vrY/PxDW6jsNMjfjtpPtjqucqtnhPhPNfH5vrYXJ+Lzbdc+BljrgUAEXm/MeY7dIYUPc1mE+l0OuxhRAqb62NzfWw+vuVqC/GYYCaz3fOhW9tJ81QihkI6wSN+E+I818fm+thcn4vNxzrHj4u+YLVa/CGvjc31sbk+Nh/fSq2F+Vxqx1t7dtp8Lpfk7RwmxHmuj831sbk+F5uP9dSmiMwAeBuA5wPYi5Fz/YwxVwcyMiIiIiXL1RYW8ju7lYMfFvKp4bZTIiIiP417Vc//BeCZAN4OYAHeuX1PAPjlgMYVKS7uIbYdm+tjc31sPr6VahvzO7ywC7Dz5nO5FG/nMCHOc31sro/N9bnYfNyF30sAvNwY82EA3f5//yOAVwU2sghx8VCy7dhcH5vrY/PxLddaWNjhhV2AnTdfyCV5O4cJcZ7rY3N9bK7PxebjLvxiANb6f66IyCyAswBuCGRUEePixLIdm+tjc31sPr6VamvHV/QE/DjHj0f8JsV5ro/N9bG5Phebj3v5snvgnd/3dwA+AW/rZwXAQwGNi4iISEWvZ7BSa+34Hn5+mM+lUG520O72kIyP+9wsERHR9sb9qfK9AB7v//mNAOoA5gDwap8+yOfzYQ8hcthcH5vrY/PxlBpt9MzO7+EH7Lz54AIzvMDL+DjP9bG5PjbX52LzsY74GWMeHfnzBQDfE9iIIqjT6YQ9hMhhc31sro/Nx7Pc31rpx1U9d9p8eBP3Whv7i5kdjycKOM/1sbk+NtfnYvNNF34i8upxPoAx5j3+DSeams0misVi2MOIFDbXx+b62Hw8g6NrflzVc6fNBxeYWeZ5fmPjPNfH5vrYXJ+Lzbc64jfOFTsNAC78iIho11quelfR9OOqnjs1l/OOOq5yqycREfls04WfMeaFmgOJMhf3ENuOzfWxuT42H8/gKpp+HPHb+Tl+3hh4S4fxcZ7rY3N9bK7PxeZjXzJMRPaIyKtE5M391w+LyNHghhYdvV4v7CFEDpvrY3N9bD6e5f7RtT2FnS/8dtp8sPjkVs/xcZ7rY3N9bK7PxeZjLfxE5PkAHgTwSgA/0X/zjQDeGdC4IqVer4c9hMhhc31sro/Nx7NSbSGdiCGbjO/4Y+20eSYZRyYZ41bPCXCe62NzfWyuz8Xm4x7xeweA/2iM+VoAg0vcfBrAneN+IhFZEJEPiUhVRE6KyCu2ef+UiDwgIqfH/RxERESTWq62sJBPQUTCHgoAYCGXGp53SERE5Jdxb+B+zBjzd/0/m/5/WxP8ewD49f6/OQDgDgB/JSL3GGPu2+T93wzgIgC3LqezgVwuF/YQIofN9bG5PjYfz0qt5cv5fYA/zedyKR7xmwDnuT4218fm+lxsPu4Rv/tF5GvWve2rAXx+nH8sInkALwfw48aYijHmkwD+HJtcOVRErgXw7QB+bszxERERTWVwxM8WC/nU8LxDIiIiv4y78HsTgN8TkfcByIrIbwJ4L7yjcuO4CUDHGPPQyNvuAXDrJu//qwB+DIB7m2s3UKvVwh5C5LC5PjbXx+bjWam1Me/Tws+P5vP51PBKo7Q9znN9bK6PzfW52HysrZrGmH8RkdvhXdzlPQBOAbjTGDPu+XcFAKV1b1vDBts4ReSbAMSNMR8SkRds9UFF5LUAXgsAR48eRaPRQKvVQqvl/cDM5/PodDpoNpvD13u93vBkzcEh3MEXNpvNIhaLoVqtAgDS6TQSicTw9VQqhVQqhUqlMnw9nU6jUqnAGINkMol0Oo1arYZer4dEIoFMJjN8PRaLIZfLodFooNPpDF8ffDwRQaFQQLPZHD6GQqGwKx9Ts9lEu9229jG1Wi0sLy879Zhs/zrVajXU63WnHpPtX6e1tTXnHlMQX6elShOz6RiWlpZ2/JjW1tZ2/JhysS6WKi3UajV+ncZ4TKWS9+uFS4/J9q9Ts9nE4uKiU4/J9q9Ts9lEtVp16jHZ/nVaW1tDsVjcdY9pK2KM2fIdNv2HIk8D8BPGmG8Z432fAeBTxpjcyNveBOAFxpiXjrwtD+BzAP6dMebh/sLvd40x29424vjx4+bEiRMTPw4bVKtVJ+8VYjM218fm+th8e51uDzf817/GD331jfihr75pxx/Pj+a/8ncP45c++hAe/OmvRTqx8yuNuo7zXB+b62Nzfbu1uYjcbYw5vtHfbbksFJGciPw3EfkLEfklEZkRketE5EMA/hnAhTHH8BCAhIjcOPK22wGsv7DLjQCOAfiEiJwD8EEAh0TknIgcG/Nz7Trbrc7Jf2yuj831sfn2Vuve1TP9OsfPj+aD+wmu8MqeY+E818fm+thcn4vNt3tEvw7gpQDuh3cxlz8F8H/hLdiOGWNeP84nMcZU4S3i3i4ieRG5C8DLAHxg3bt+AcBV8K76eQeA7wFwvv/nU+N8rt1ocHiX9LC5PjbXx+bbG5xL59dVPf1ovqe/CF2qNnf8saKA81wfm+tjc30uNt/uHL+vAXCHMeaCiPwqgCcAPN8Y84kpPtcPwDs/8AKAJQCvM8bcJyLPBfDXxpiCMaYD4NzgH4jIMoCeMebchh+RiIhoB5b7Cz+7ruqZBnBpbERERH7YbuFXMMZcAABjzGkRqUy56IMxZhnAN27w9k/Au/jLRv/m4wC2Pb9vt0un02EPIXLYXB+b62Pz7a3U/D3i50fzwVbPpQoXfuPgPNfH5vrYXJ+Lzbdb+CVE5IUAZPCG9a8bY/4+oLFFRiIx1sVVyUdsro/N9bH59par/p7j50fzS1s9ufAbB+e5PjbXx+b6XGy+3SO6AG975sDSutcNgOv8HlTUVKtVZLPZsIcRKWyuj831sfn2Bkf85nJJXz6eH81nMknEY4JlnuM3Fs5zfWyuj831udh8y4WfMeaY0jiIiIjULVdbyKfiyCTtuW1CLCaYz6V4jh8REfnKveuU7kKplD0XFYgKNtfH5vrYfHsr1Rbmfbywi1/N9xZSWOQ5fmPhPNfH5vrYXJ+Lzbnws4CLE8t2bK6PzfWx+faWay1fr+jpV/OFPI/4jYvzXB+b62NzfS4258LPApVKJewhRA6b62NzfWy+vZVqy7cregL+NefCb3yc5/rYXB+b63OxORd+REQUWUvVFuZ9urCLn/YW0lis8OIuRETkHy78LODioWTbsbk+NtfH5ttbrrawp+DfvZr83OpZbnTQ6vR8+Xgu4zzXx+b62Fyfi8258LOAizeItB2b62NzfWy+tXqri1qrO7xhuh/8aj4473BwuwnaHOe5PjbXx+b6XGzOhZ8FXNxDbDs218fm+th8a0v9++Tt8fHiLn4139tfjC7xyp7b4jzXx+b62Fyfi8258LOAMSbsIUQOm+tjc31svrXBompP3r9ndf1qvtAf0xJv4r4tznN9bK6PzfW52JwLPwskk/ZdWMB1bK6PzfWx+daGR/x83OrpV/PBVk9e2XN7nOf62Fwfm+tzsTkXfhZwcQ+x7dhcH5vrY/OtDW6QvtfHi7v41Xyw/ZRbPbfHea6PzfWxuT4Xm3PhZ4FarRb2ECKHzfWxuT4239pwq6ePR/z8aj6bTSIeE271HAPnuT4218fm+lxszoWfBXo9Xq5bG5vrY3N9bL615WoT2WQcuVTCt4/pV/NYTDCf403cx8F5ro/N9bG5Phebc+FngUTCv186aDxsro/N9bH51pYqreG5dH7xs/mefIpbPcfAea6PzfWxuT4Xm3PhZ4FMJhP2ECKHzfWxuT4239pitTW8bYJf/Gy+p8AjfuPgPNfH5vrYXJ+Lzbnws4CLe4htx+b62Fwfm29tqdLEHh8v7AL423whn8ISF37b4jzXx+b62Fyfi8258LOAi3uIbcfm+thcH5tvbanS8vXm7YC/zb2tnry4y3Y4z/WxuT421+dicy78LBCL8cugjc31sbk+Nt+cMQZLVf+P+PnZfE8hjVKjg3bXvV8+/MR5ro/N9bG5Phebu/eIdqFcLhf2ECKHzfWxuT4231y52UG7a3w/4udn88GFZ1a43XNLnOf62Fwfm+tzsTkXfhZoNBphDyFy2Fwfm+tj880FcQ8/wN/mg0XpIq/suSXOc31sro/N9bnYnAs/C3Q6nbCHEDlsro/N9bH55gbnzvm91dPP5oMjfryy59Y4z/WxuT421+dicy78LODiHmLbsbk+NtfH5psbHEXze6un3+f4AcBSlRd42QrnuT4218fm+lxs7t4j2oVc3ENsOzbXx+b62Hxzg8XUXp+P+PnZfLAo5U3ct8Z5ro/N9bG5Phebc+FngWaTz+ZqY3N9bK6PzTe33F9MzeeTvn5cP5vPZpOIx4RbPbfBea6PzfWxuT4Xm3PhZ4F2ux32ECKHzfWxuT4239xStYViJoF0Iu7rx/WzeSwmmM+luNVzG5zn+thcH5vrc7E5F34WEJGwhxA5bK6PzfWx+eYWK03ft3kC/jffW0jxqp7b4DzXx+b62Fyfi8258LNAoVAIewiRw+b62Fwfm29uqdLy/cIugP/N9xXTWKzwiN9WOM/1sbk+NtfnYnMu/Czg4h5i27G5PjbXx+abW6o2fb+HH+B/872FNC6W+XXcCue5PjbXx+b6XGzOhZ8FWi1u49HG5vrYXB+bb26p0sJC3v+tnn4397Z6NmGM8fXjuoTzXB+b62NzfS4258KPiIgipdszWKm1sDeAI35+21dMo9Huodrqhj0UIiLa5bjws4CLe4htx+b62Fwfm29stdZCz/h/83bA/+aDC9Bwu+fmOM/1sbk+NtfnYnMu/Czg4qFk27G5PjbXx+YbW+rfF29PAFf19H+rpzdGXuBlc5zn+thcH5vrc7E5F34WcHFi2Y7N9bG5Pjbf2GL/6FkQF3cJbOHHI36b4jzXx+b62Fyfi8258CMioki52D96tr/o/xE/v+3rj/Eij/gREdEOceFngXw+H/YQIofN9bG5Pjbf2OB8uX2FjO8f2+/mC/kUYsIjflvhPNfH5vrYXJ+Lzbnws0Cn0wl7CJHD5vrYXB+bb+xipYlUPIaZbML3j+1383hMsJBP4WLFvS1HfuE818fm+thcn4vNufCzgIs3iLQdm+tjc31svrGL5Sb2FdMQEd8/dhDNeRP3rXGe62NzfWyuz8XmXPgREVGkXCw3d8U9/Ab2FdO8qicREe0YF34WcHEPse3YXB+b62PzjS1WWsOLpvgtiOZ7C1z4bYXzXB+b62NzfS4258LPAr1eL+whRA6b62NzfWy+scFWzyAE0XxvIYWL5SaMMb5/bBdwnutjc31srs/F5lz4WaBer4c9hMhhc31sro/Nr9TtGSxXm9gXwM3bgWCa7yum0ez0UGm6d6EBP3Ce62NzfWyuz8XmXPgREVFkLFWb6BkEdsQvCMObuPPKnkREtANc+Fkgl8uFPYTIYXN9bK6Pza80vIdfQAu/IJoPFn68sufGOM/1sbk+NtfnYnMu/IiIKDIGR832BrTVMwiXjvhx4UdERNPjws8CtVot7CFEDpvrY3N9bH6loI/4BdF8MFYu/DbGea6PzfWxuT4Xm3PhR0REkTFY+O2mI34L+RRiwq2eRES0M1z4WSCbzYY9hMhhc31sro/Nr3Sx3EQ+FUc+nQjk4wfRPB4TLORTPOK3Cc5zfWyuj831udicCz8LxGL8Mmhjc31sro/Nr3SxEtw9/IDgmu8tpHGxzKt6boTzXB+b62NzfS42d+8R7ULVajXsIUQOm+tjc31sfqXFcjPQbZ5BNd9XTOMij/htiPNcH5vrY3N9Ljbnwo+IiCIj6CN+QdlbSGOR5/gREdEOcOFngXR69/0SstuxuT4218fmV7pYDnbhF1TzwRE/Y0wgH3834zzXx+b62Fyfi8258LNAIhHMRQZoc2yuj831sfnlmp0u1upt7Atwq2dQzfcX02h1elirtwP5+LsZ57k+NtfH5vpcbM6FnwVc3ENsOzbXx+b62Pxyg5u3B3nEL6jm+2cyAIAL3O55Bc5zfWyuj831udicCz8iIoqExYBv3h6k/f0xXyhx4UdERNPhws8CqVQq7CFEDpvrY3N9bH45jZu3B9X8QP+I3/lSI5CPv5txnutjc31srs/F5lz4WcDFiWU7NtfH5vrY/HKD2yEEecQvqObDI37c6nkFznN9bK6PzfW52JwLPwtUKpWwhxA5bK6PzfWx+eUGR/z2FIL7YR5U83w6gUI6wSN+G+A818fm+thcn4vNufAjIqJIuFBuYC6XRDoRD3soU9lfTA8Xr0RERJPiws8CLh5Kth2b62NzfWx+ufOlJg72z5ULSpDN98+kecRvA5zn+thcH5vrc7E5F34WcPEGkbZjc31sro/NL3eh1BjeFiEoQTbfX8zwHL8NcJ7rY3N9bK7PxeZc+FnAxT3EtmNzfWyuj80vd77UxIGAb+UQZPMD/SN+xpjAPsduxHmuj831sbk+F5tz4WcB/hDXx+b62Fwfm1/S7RlcrDSHt0UISpDND8xk0Oz0UGp0AvscuxHnuT4218fm+lxszoWfBZLJZNhDiBw218fm+tj8kqVqE92ewYGZYI/4Bdl83/Am7jzPbxTnuT4218fm+lxszoWfBVzcQ2w7NtfH5vrY/JILJe/cuN18jt/gaCXP87sc57k+NtfH5vpcbM6FnwVqtVrYQ4gcNtfH5vrY/JJza95RsqCv6hlk88FN3Hllz8txnutjc31srs/F5lz4WaDX64U9hMhhc31sro/NLzlf9hZLQZ/jF2Tz/TzityHOc31sro/N9bnYnAs/CyQSibCHEDlsro/N9bH5JedLTYgAewvB3pcpyOaFdAL5VJxH/NbhPNfH5vrYXJ+Lzbnws0AmE+wz0HQlNtfH5vrY/JILpQb2FtJIxIP9sRd08wMzvJffepzn+thcH5vrc7E5F34WcHEPse3YXB+b62PzS86XGoFf0RMIvvm+YppX9VyH81wfm+tjc30uNufCzwIu7iG2HZvrY3N9bH6Jd/P24J+9Dbo5j/hdifNcH5vrY3N9Ljbnws8CsRi/DNrYXB+b62PzS86XGoHfygEIvvn+YhrnSw0nbyw8Lc5zfWyuj831udjcvUe0C+VyubCHEDlsro/N9bG5p9XpYanaCvxWDkDwzQ/MZNBo91BudgL9PLsJ57k+NtfH5vpcbM6FnwUaDZ6voY3N9bG5Pjb3XKx4WyM1zvELuvn+/mPgeX6XcJ7rY3N9bK7PxeZc+Fmg0+Ezt9rYXB+b62Nzz+D2B0Hfww8Ivvn+/nmK50s8z2+A81wfm+tjc30uNufCzwIu7iG2HZvrY3N9bO4ZHB3br3DEL+jmB2e9hd+5NfeeiZ4W57k+NtfH5vpcbO7eI9qFXNxDbDs218fm+tjcMzg6pnHEL+jmg/MUz3Gr5xDnuT4218fm+lxszoWfBZpNbtnRxub62Fwfm3vOlxpIxAQLuVTgnyvo5tlUHPO5JM6u1QP9PLsJ57k+NtfH5vpcbM6FnwXa7XbYQ4gcNtfH5vrY3HOu1MD+YhqxmAT+uTSaH5zNcqvnCM5zfWyuj831udicCz8LiAT/ywhdjs31sbk+NvdcKDVV7uEH6DQ/NJvBWS78hjjP9bG5PjbX52JzLvwsUCgUwh5C5LC5PjbXx+ae86WGyq0cAJ3mB7nwuwznuT4218fm+lxszoWfBVzcQ2w7NtfH5vrY3HN2rYFDs1mVz6XR/NBMBsvVFhrtbuCfazfgPNfH5vrYXJ+Lzbnws0Cr1Qp7CJHD5vrYXB+bA6VGG5VmB4dmdbZ6ajQf3NLhPK/sCYDzPAxsro/N9bnYnAs/IiJy1tlVb3F0aE7niJ+GwdFLbvckIqJJcOFnARf3ENuOzfWxuT42B870b3twWOmIn9Y5fgBv4j7Aea6PzfWxuT4Xm3PhZwEXDyXbjs31sbk+Ntc/4qfRfLBtlUf8PJzn+thcH5vrc7E5F34WcHFi2Y7N9bG5PjYHzq7VERPgQFHnqp4azfPpBGYyCZzjTdwBcJ6Hgc31sbk+F5tz4UdERM46s9rA/mIGibhbP+4OzWZ5xI+IiCai9pNQRBZE5EMiUhWRkyLyik3e780i8gURKYvIYyLyZq0xhiWfz4c9hMhhc31sro/NvSN+h+Z0zu8D9JrzXn6XcJ7rY3N9bK7PxeaaT4H+OoAWgAMAXgngnSJy6wbvJwC+A8A8gK8F8AYR+Va1UYag0+mEPYTIYXN9bK6Pzb3z4A4r3cMP0Gt+iAu/Ic5zfWyuj831udhcZeEnInkALwfw48aYijHmkwD+HMCr1r+vMeYXjDH/aozpGGMeBPBhAHdpjDMsLt4g0nZsro/N9UW9uTEGZ1brOKx4xE+r+cHZDBYrTbQ6PZXPZ7Ooz/MwsLk+NtfnYnOtI343AegYYx4aeds9ADY64jckIgLguQDuC3BsRETkoJVaG81Ob3jfO5cc4k3ciYhoQgmlz1MAUFr3tjUAxW3+3dvgLU5/Z6O/FJHXAngtABw9ehSNRgOtVmt4FZ58Po9OpzNcsefzefR6PdTr3pXQcrkcAKBWqwEAstksYrEYqtUqACCdTiORSAxfT6VSSKVSqFQqw9fT6TQqlQqMMUgmk0in06jVauj1ekgkEshkMsPXY7EYcrkcGo0GOp3O8PVut4vFxUWICAqFAprN5vAxFAqFXfmYms0m2u22tY8pkUhgeXnZqcdk+9cJAOr1ulOPyfavU7PZRL1ed+oxTfJ1uv/xCwCA+bTe3Gs2m1haWgp87s0mDQDgwSfOI9sr7uqv007nXrvdxuLiolOPyfavUzwex+LiolOPyfavUzweR7Vadeox2f51arVaw+/ru+kxbUWMMVu+gx9E5BkAPmWMyY287U0AXmCMeekm/+YNAN4E4LnGmNPbfY7jx4+bEydO+DVkVdVq1ckTSG3G5vrYXF/Um3/0/vP43vefwIdffxduv2pO5XNqNX/ofBkv+eV/xK982zPw728/HPjns1nU53kY2Fwfm+vbrc1F5G5jzPGN/k5rq+dDABIicuPI227HJls4ReTVAH4EwIvGWfTtdoNnBUgPm+tjc31Rb362f587zat6ajU/2N/qyXv5cZ6Hgc31sbk+F5urLPyMMVUAHwTwdhHJi8hdAF4G4APr31dEXgngZwG82BjzqMb4iIjIPWdWG0jGBXvzOjdv11RMJ5BPxXFmlef4ERHReDRv5/ADALIALgD4fQCvM8bcJyLPFZHKyPv9NIA9AD4rIpX+y28ojlPdYP8v6WFzfWyuL+rNz67VcXA2g1hM1D6nVnMRweG5LJ5cde8Z6UlFfZ6Hgc31sbk+F5trXdwFxphlAN+4wds/Ae/iL4PXr9UaExERuevsasPJK3oOHJ3P4skVLvyIiGg8mkf8aBODK/2QHjbXx+b6ot78zFodh2f1zu8DdJsfmecRP4DzPAxsro/N9bnYnAs/IiJyTq9ncL7UwKE5l4/45bBWb6PcaIc9FCIi2gW48LNANuvuLya2YnN9bK4vys0XK020u0b9iJ9m8yP9RW3Uj/pFeZ6Hhc31sbk+F5tz4WeB7W62SP5jc31sri/KzQeLIe1z/DSbH53vL/wifp5flOd5WNhcH5vrc7G5e49oF6pWq2EPIXLYXB+b64ty89P9xdBVC7pXZdNsfqS/8Dsd8YVflOd5WNhcH5vrc7E5F35EROScwWJocFTMRXvzaaQSschv9SQiovFw4WeBdNq9mwvbjs31sbm+KDc/tVLDQj6FfFrtrkUAdJvHYoKjc1mcXnHvynOTiPI8Dwub62NzfS4258LPAomE7i8mxOZhYHN9UW5+eqUeytE+7eZHeC+/SM/zsLC5PjbX52JzLvws4OIeYtuxuT421xfl5qdXaqEs/LSbH+W9/CI9z8PC5vrYXJ+LzbnwIyIipxhj8ORKHUfndS/sEoYjc1ksVlqot7phD4WIiCzHhZ8FUqlU2EOIHDbXx+b6otr8YrmJZqeHq0I44qfdfHBlzygf9YvqPA8Tm+tjc30uNufCzwIuTizbsbk+NtcX1eanhlf01D/ip9188BijfIGXqM7zMLG5PjbX52JzLvwsUKlUwh5C5LC5PjbXF9Xmg0VQGOf4aTc/MscjflGd52Fic31srs/F5lz4ERGRUwb38Dvi8D38Bg7MZJCISeSv7ElERNvjws8CLh5Kth2b62NzfVFtfnqlhr2FFHIp/UtxazePxwSH5jLDxW4URXWeh4nN9bG5Phebc+FnARdvEGk7NtfH5vqi2vz0Sh1HQrqiZxjNj8xF+5YOUZ3nYWJzfWyuz8XmXPhZwMU9xLZjc31sri+qzcO6eTsQTvOj87lIX9wlqvM8TGyuj831udicCz8LGGPCHkLksLk+NtcXxea9nncPv6tCOuIXRvOrF3I4X2qi0Y7mvfyiOM/Dxub62Fyfi8258LNAMpkMewiRw+b62FxfFJufLzfQ6vZCO+IXRvNr9niL3FPL0TzqF8V5HjY218fm+lxszoWfBVzcQ2w7NtfH5vqi2PzxRW/xc2xPPpTPH0bzqxe8hd/JpWgu/KI4z8PG5vrYXJ+Lzbnws0CtFs0f1mFic31sri+KzU8uVQFcOgqmLYzm1/QXuScjesQvivM8bGyuj831udicCz8L9Hq9sIcQOWyuj831RbH5yeUaknHB4blwtnqG0Xw+l0QxncAT/UVv1ERxnoeNzfWxuT4Xm3PhZ4FEQv9eU1HH5vrYXF8Um59cquKqhRziMQnl84fRXERw9Z5cZI/4RXGeh43N9bG5Phebc+FngUwmE/YQIofN9bG5vig2f3yxhmsWwtnmCYTX/Jo9ucie4xfFeR42NtfH5vpcbM6FnwVc3ENsOzbXx+b6otbcGIOTS9XhOW9hCKv51Qt5nF6podtz7/Lj24naPLcBm+tjc30uNufCzwIu7iG2HZvrY3N9UWu+VG2h2uriWEgXdgHCa37NnhzaXYMzq/VQPn+YojbPbcDm+thcn4vNufCzQCzGL4M2NtfH5vqi1vzSFT3DO+IXVvPB9tYnInieX9TmuQ3YXB+b63OxuXuPaBfK5cJ7djqq2Fwfm+uLWvPBPfzCupUDEF7zq/dE915+UZvnNmBzfWyuz8XmXPhZoNFohD2EyGFzfWyuL2rNTy5VERPg6Hx4P6zDan5oNotkXHByOXq3dIjaPLcBm+tjc30uNufCzwKdTifsIUQOm+tjc31Ra35yuYbDc1mkEuH9aAureTwmuGo+hycieMQvavPcBmyuj831udicCz8LuLiH2HZsro/N9UWt+eNLNRwL8fw+INzm1+zJ4fEILvyiNs9twOb62Fyfi83de0S7kIt7iG3H5vrYXF+Umhtj8PhiNdTz+4Bwm1+3r4DHFivoReyWDlGa57Zgc31srs/F5lz4WaDZbIY9hMhhc31sri9KzZeqLazV27h+XyHUcYTZ/Lp9eTTaPZwtuXdeylaiNM9tweb62Fyfi8258LNAu90OewiRw+b62FxflJo/cqECALh+f7gLvzCbX7fXe+yPXqyENoYwRGme24LN9bG5Phebc+FnAREJewiRw+b62FxflJo/ctG7muX1+8I9xy/M5oPH/ujFaF3ZM0rz3BZsro/N9bnYnAs/CxQK4T5DHUVsro/N9UWp+SMXK8gkYzg8mw11HGE231dMo5BORO6IX5TmuS3YXB+b63OxORd+FnBxD7Ht2Fwfm+uLUvNHLlZw3d4CYrFwn6ENs7mI4Lp9+eHRz6iI0jy3BZvrY3N9Ljbnws8CrVYr7CFEDpvrY3N9UWr+yMVK6Of3AeE3v25vPnJH/MJuHkVsro/N9bnYnAs/IiLa1RrtLk6v1EM/v88G1+0r4MxaA7WWezceJiKineHCzwIu7iG2HZvrY3N9UWn+6MUqjAFusOCIX9jNB7ezeGwxOts9w24eRWyuj831udicCz8LuHgo2XZsro/N9UWl+SP9rY1h38MPCL/5dRG8smfYzaOIzfWxuT4Xm3PhZwEXJ5bt2Fwfm+uLSvNHLlYgAly7N/ytnmE3v3ZvHiJc+FGw2Fwfm+tzsTkXfkREtKs9crGKo/NZZJLxsIcSukwyjiNz2eFRUCIiogEu/CyQz4f/LHXUsLk+NtcXleYPny9bsc0TsKP5TQeKeOh8OexhqLGhedSwuT421+dicy78LNDp8Opr2thcH5vri0LzdreHRy5W8JSDM2EPBYAdzW86UMQjFytod3thD0WFDc2jhs31sbk+F5tz4WcBF28QaTs218fm+qLQ/NGLVbS7Bk85WAx7KADsaH7zwQLaXYPHI3JlTxuaRw2b62NzfS4258KPiIh2rS+eKwEAnnLIjoWfDW464LV4MELbPYmIaHtc+FnAxT3EtmNzfWyuLwrNHzhbRjIuuG4vz/EbuH5fAfGY4KFz0Vj42dA8athcH5vrc7E5F34W6PWicR6GTdhcH5vri0LzB8+VcP2+AlIJO36c2dA8k4zj2J5cZI742dA8athcH5vrc7G5HT8pI65er4c9hMhhc31sri8Kzb94rmzN+X2APc1vPljEQ+ejcUsHW5pHCZvrY3N9Ljbnwo+IiHaltVobZ9caeMohO67oaZObDhTx+FIVjXY37KEQEZEluPCzQC6XC3sIkcPm+thcn+vNBxd2udmiI362NL/5QBHGAF+64P5RP1uaRwmb62NzfS4258KPiIh2pS/2L17yVEvu4WeTm/qL4S9G5AIvRES0PS78LFCr1cIeQuSwuT421+d68y+eK2E2m8SBmXTYQxmypfmxPXmkEzE8cLYU9lACZ0vzKGFzfWyuz8XmXPgREdGu9Pkn13DbkRmISNhDsU48JnjqoRl84cm1sIdCRESW4MLPAtlsNuwhRA6b62NzfS43b7S7ePBcGU87Mhf2UC5jU/OnHZnFfWdK6PVM2EMJlE3No4LN9bG5Phebc+FngViMXwZtbK6PzfW53PzBc2W0uwZPPzob9lAuY1Pzpx2ZRaXZweNL1bCHEiibmkcFm+tjc30uNnfvEe1C1arbP5RtxOb62Fyfy83v7W9hfNoRuxZ+NjW/rd/mC2fcPs/PpuZRweb62Fyfi8258CMiol3nC6fXMJ9L4ui8e1tx/HLjgQJSiRjP8yMiIgBc+FkhnbbninRRweb62Fyfy83vfXINTzs6Z92FXWxqnozH8NSDRXz+tNsLP5uaRwWb62NzfS4258LPAolEIuwhRA6b62Nzfa42r7e6eOh8GU87Yt/9+2xrftuRWXzhzBqMcfcCL7Y1jwI218fm+lxszoWfBVzcQ2w7NtfH5vpcbf65U6vo9gyeefV82EO5gm3Nn3ZkFuVGB08su3c/qgHbmkcBm+tjc30uNufCj4iIdpW7Ty4DAJ51jX0LP9sMLvByr+PbPYmIaHtc+FkglUqFPYTIYXN9bK7P1eYnTq7ghv0FzOXse3y2Nb/5YBHZZBz/+sRK2EMJjG3No4DN9bG5Phebc+FnARcnlu3YXB+b63Oxea9n8K8nV3Dc0qN9tjVPxmO4/apZ3H2SCz/yD5vrY3N9Ljbnws8ClUol7CFEDpvrY3N9LjZ/+EIFpUbH2m2eNjZ/1jXzuO9MCbVWJ+yhBMLG5q5jc31srs/F5lz4ERHRrvHZx73z+44fWwh5JLvH8WsW0O0Z3HOK5/kREUUZF34WcPFQsu3YXB+b63Ox+T8/soSDMxkc25MLeygbsrH5M66eAwBnz/Ozsbnr2Fwfm+tzsTkXfhZw8QaRtmNzfWyuz7XmvZ7Bpx5ZxFfeuNe6G7cP2Nh8LpfCDfsLw6OlrrGxuevYXB+b63OxORd+FnBxD7Ht2Fwfm+tzrfn9Z0tYrbXxlTfsDXsom7K1+Zddu4DPPraMdrcX9lB8Z2tzl7G5PjbX52JzLvwsYIwJewiRw+b62Fyfa80/+aVFAMBX3LAn5JFsztbmd92wF9VWF/ecWg17KL6ztbnL2Fwfm+tzsTkXfhZIJpNhDyFy2Fwfm+tzrfknH17EzQeK2F/MhD2UTdna/Muv2wMR4FNfWgp7KL6ztbnL2Fwfm+tzsTkXfhZwcQ+x7dhcH5vrc6l5qdHGpx9bwvNusnebJ2Bv8/l8CrcensGnHlkMeyi+s7W5y9hcH5vrc7E5F34WqNVqYQ8hcthcH5vrc6n5P3zxAtpdg6+59WDYQ9mSzc3vun4v/u2JFefu52dzc1exuT421+dicy78LNDruXeyve3YXB+b63Op+d/efx57C2k842o7b9w+YHPz5964D+2uwScfduuon83NXcXm+thcn4vNufCzQCKRCHsIkcPm+thcnyvNG+0uPv7FC3jxLfsRj9l5G4cBm5vfee0CiukEPvbA+bCH4iubm7uKzfWxuT4Xm3PhZ4FMxt4LFbiKzfWxuT5Xmn/8wYuotrrWb/ME7G6eSsTwgqfsx989cAHdnjtXq7O5uavYXB+b63OxORd+FnBxD7Ht2Fwfm+tzpfkfnTiF/cW01ffvG7C9+YtvOYClagv/9sRK2EPxje3NXcTm+thcn4vNufCzgIt7iG3H5vrYXJ8Lzc+tNfDxBy/gm591FIm4/T+ybG/+gpv3IRkX/M0XzoU9FN/Y3txFbK6PzfW52Nz+n6IREIvxy6CNzfWxuT4Xmv/J3afQM8B/OH5V2EMZi+3NZzJJvPDm/fizz51Bp+vGLzW2N3cRm+tjc30uNnfvEe1CuVwu7CFEDpvrY3N9u715o93F+/75JO66YQ+O7c2HPZyx7IbmL3/WUSxWmvjHhy+GPRRf7IbmrmFzfWyuz8XmXPhZoNFohD2EyGFzfWyub7c3/+MTp3Cx3MTrX3BD2EMZ225o/sKb92Mhn8Kf3v1k2EPxxW5o7ho218fm+lxszoWfBTodt26muxuwuT4217ebm6/V2/jljz2MZx+bx5dfvyfs4YxtNzRPJWL4xjuO4G/vP4eza/Wwh7Nju6G5a9hcH5vrc7E5F34WcHEPse3YXB+b69vNzf/bX96PlVoLP/nSWyFi9737Ru2W5t991zH0DPCuTzwW9lB2bLc0dwmb62NzfS42d+8R7UIu7iG2HZvrY3N9u7G5MQbv+sSj+JO7T+P1L7gBtx2ZDXtIE9ktza9ayOHf334Y//vTT2Cl2gp7ODuyW5q7hM31sbk+F5u7d0v6XajZbDp5k0ibsbmubs+g0WiwuTKb53m3Z3B6pYZHL1bxyMUKHl2s4pELFTx4vozVWhtfd9tB/NBX3xj2MCdmc/P1XveC6/Hhzz2Jd3zsIfzUy24LezhT203NXbFbm/d6BrHY7tlBMGq3Nt/NXGzOhV8I2t0e7j9TwmceW8anH1tCs9nCsf2zODSXwZG5LA7NZnFoNoODsxkkLbhvVavTw4VyA+dLDZwvNXFurYFzpQYqzQ7uODqHO69dwDV7crtqO1a73Q57CBO5WG7ixOPL+NKFCuZySewtpLGvmB7+N58O53/lXs+g3OhgudbCcrWJc2tNnF2r49xaA2dLDW+u9OfLfDaB5920H3fdsBd33bAXB2fd+mZqg9VaC595bBn/8ugy/umRRdRbbVy9p4BDsxkcnsvi8GwWh+YyWMinMJ9LYSGfQiYZ930cjXYXy9XW8OXsWh1nVhs4s1rH2bUGzqzVcXqljlbn0u0E5nJJXLc3j6+77RDuuGoWL3/m7rhv33q76XvLTQeKeNVzrsEH/uUkXnr7YRw/thD2kLZUa3VwodTEmf58Ortax5m1BhKmjec99Qiedc08FvKpsIfprE63hy+eK+PE48tYXC3jxiN7cHjO+33lwIwdv680O12cH/wcKjVweqWOk0tVPL5Yw+NLVSxWmnjqoRk857o9eM51e3DnsQXM5pJhD3ssu+V7izEGj1ys4p8fXcK/PLKEzz+5hvlcEofnsjgyl/V+Fs1lcXgug33FNBbyKaQT/v8cGnesa/U2FitNXCy3cK7kfW95crWOM6t1SK+D5958CHdeu4CnHppBfJc+aTBKjDFhj8EXx48fNydOnAh7GBuqNjv43KlVfOaxZZw4uYx/e2IVtVYXAHDd3jziYnCh0sZa/cr/qWcyCe+XtHwKCznvv/O5JIqZJLLJOLKpOHL9l2wqgUwihlhMIABEBCKAAIiJoNProdnuodnpodnpev9t91Bvd7FWbw9fVmttlPp/Xqw0sbTBNqBUIoZ0IoZywzvxdX8xjTuvXcCXXbuAO6/dgxv3F6x+Vm1paQl79th5wQhjDE4u1fDZx5fx2ceXceLxFTy6WN3y32STcczlkihmEihmLv23kE6gmEkgFY8hGY8hmRCk4jGkEt7rAqBngJ4xMMagZ7wjMd2eQb3dRa3VRb3VQa3VRa3dRb3VRanexkqthZVaG6u1FnobfAvJJGM4NJvFwZnM8EmMR86v4sQT5eF8umF/AV95w14857oFPPOaeewvciE4qZVqC5993Fvo/cujS3jgXAnGAOlEDMePzSMTM1iq93BmtY6LlSY2+nafTcYxn0tiJptEJhkffl/JJuNIJ2OIb/CETteY4feOequLRufS3FiutdBoX3l/OBFgXyE9/IF/1XwO1+8r4Lp9eVy3r+DML+w2f2/ZSKnRxkt/9ZMoNzr48uv3YC6bxFwuiblsyvtvLoXZbBK5VNybH/25kUnGkEnEx/4+b4xBu2vQ7vbQ7vbQaPdQabZRanRQaXRQbnRQbrRRaXaGP3sWK63+f5tYLLdQb3ev+Lh78imUGm20u97kvn5fHs8+toDjxxZw/Jr5XfekpC2MMThXauCeU2u49/Qq7jm9is89sYpq68qvAQDEBNhfzGD/TBrzOe/3lMHvLXP5FGYyCWSTceRSCWRTseH3mmQ8hsGXZ/B1Eng/h5qdLhrtHhrtS/+ttjpYrXk/g1b7P4NWau3hE0yLlSt/X9lXTOPYnhyO7cljoZDCvafWcPcTK2h1ehABbukvBJ99bB53XDVv7ZOStn5vabS7uO/MGv715CruPrmCEydXsFhpAgAOzWbwjKvnUG50cGa1jidX6xv+fCimE9hT8J6MXMinMZNJIJeOI59OIJ9KIJeKo5BOIBmPIR4TxGOCRP+/8Zig2zPo9LzvL52uQafXQ7trUG91UW5632MqTe/7S7nRwXLV+96yVGmhs8EvMQv5FA7NZrBSbeLMmvdYipkE7jy24P2ue90e3HJoBqlE+E92bERE7jbGHN/w77jw81ez08WD58r4/JNr+MKTa/j8k2t44GwZ3Z6BCPDUgzO489oFHD82j2cfW8CBmQyazSbS6TSqzc7wmfGza94z46v9b2grNe+Z85VqC0vVFpod/2+8m0vFMZtNXvayp5DGwZkMDs6msX8m4/15JoO5XBLGAI9crODTjy3jM/2XcyXv0reFdAK3HZnB7Ufn8LSjs3j6kTlctZC15gfwoLkNLpQa+Hx/rnzhyTXcc3oNF8veN5rZbBLP7s+V48cWcMuhGZQbbVzs/1J0sTz4paiJ1Xob5UYb5UZn+M1t8Hqr29vwl/7tpOKx4ZMLgwVBsf9kxFyu/0M9lxw+OTFY6M1mk1d8rZvNJpLJFL54roxPfWkRn/jSIj7z2NLwh8DVCzk865p5PPOaeRy/Zh43HSg68eyaX5qdLu4/U8LnTq3inlOr+NypVTy+VAPgLfSedc388Fns26+aRToRv2yetzo9nC81cHatcdn3lNVaC8vVNkqNdv8XrC7q/V+06q0uNvoZISKXLwCS3qJgNpsc/sI3+OVvIZ8eHhGw9Yekn2z63jKuh86X8ZMfvg/nSw2s1jd/QmcjqUQMMfGeXIzJ4ElHDBeE7Y73C1hrgpvFxwRYyKext5DC3oL33z2FSzscDvePYB+czSCTjKNUqeHBxcbwibITjy+j1H9ScjabxG1HZnDbkVk87Yh9P4tsYIzB+VITXzxXwudPez+D7jm9Ovw5lIgJbj5YxLOumcezrpnH8WMLyMZ6WG70hkfyz6x5/12sNLFSbWG51sJK1ftFOyjFTOKyReah2Yz3hONsZvjnQ7OZDXfENNpd3HNqdfik2WAhCAAHZzK4/apZ3HHVPG6/ahZPPzqHQki7akbZ8L2l2zN4fKmK+86U8PnT3kLvC0+Whv9/X72QwzOvnsOd1+7BV1y/54onXowxWKm1h4vApUoLS/0DDEtVb+fQUqWFaquDarOLarOz4993RYBCKoFCJoFCOoF82vsdZvT7yuB7zcHZDA7PZpFNeUcgm80mFus9fOaxpf4uvWU8etF7Ij4Vj+Gph4p4+tE5PP3oLG6/ag7X7ytY8XuLFQs/EVkA8G4ALwGwCOBHjTH/e4P3EwD/HcD39N/0LgA/YrYZqPbCb/CN8uELZXzpQgUPnfcWew+eKw+feRz8wLnjqjk8+5h3VGMmc+WWglKphJmZmYk+f7t76dn2eqt/ZKbdQaPt/YLfMwYG3n/Rfz0R947SeS/es/nphPdL20wmueNfyowxOL1Sx6cfW8Y9p1Zx75NreODMpW8Ic7kknnZkFjcdKOKmAwXceKCIG/cXUNygSdCmab5TjXYXj16s4ksXK/jS+TLuP1vCvafXcKH/w1XEOwL89KNzwycGbtjn35HTbv/ZsGbHe8Z98EMuJoJYzPtvvP/LWyzmHQnyc6vdRs2bnS6+8GQJ/3py5YpnCrPJOJ5yqIhbDs3glsMzuPXwLG4+UBx+Q3bZxXITD54r44vnSvjiufLwz4PvLQdm0rjjqjnccdU8nnn1HO64em7DrTJhzPOoc6F5r2dQaXWwVvN2gKzV297Pm3YXjVZ3+OfB0V5jMNwx4O0e8F43AJIjOwzSiRiS8cGugzgKGW9HwkwmgULa26lQyCRQSCUm+r63vnmvZ/DwhQpOnFwePgG7/mfzUw4WcdOBIm48UMCN+73/7i3srgX7pIwxWK628MjFKh48X8aD50p46Jx3Xu3ojqPr9+Vxe/+X2adfNYdbDs1csSV83Hne6vSwWmv1n1ga+b2l/yTT8Jd6M/iP9wcR8Z5QSlx6YimTjCGXimMul8JcNunrz6dGu4v7z5aGT6rdM/LEmoi3oLn5QBFPOVjEzQdn8JRDRRzbk1f9JV/7e8tavY1HL1bwwNky7j+7hvvOlPDFs+XhkfdUIoanH5kdPmH7zKvnsa/o//9D7W4PtZa3CBwczesZ7whfp+vtUIrHBIm4IBHzvsck4jEkY4JcOoFccvydCett1PxCuYETj6/gntOruPeU9/1l8ARHPhXHUw/N4KaDRdzc//5y84Ei9ih/b7Fl4ff78K4i+hoAdwD4KwBfYYy5b937fR+AHwbwInjfCj4K4FeMMb+x1ccPYuFnjMFStYVTyzWcXqnj1EoNj12s4uELFTxyoYLyyDNZc7kkbjs8O3xW8WlHZsd+VnFxcRF79+71dey2aHV6eOh8Gfee9raLfOHMGr50oXLZof5DsxnceKCI6/bmcdVCDlcv5HDVQhZXzecCO3ctqObNThdPrnjnL51eqePksnfBiocvVHBquTZ8Fj0mwHX7CnjakUtz5pbDM1Y8qxiUcZobY3BquY4TJ5fx+SfXcP+ZEu4/WxpuKY4JcGxPHtfuzQ+3CA7+vK+Q3lXP4tdbXZxc9s49OblUxeNLNTy+WMXDF8qXbVfaW0jjKQeLuPXIDJ7RX+yNuxXJ5e8ttmJzfeM0b3a6eOhcZbi74sFzJTx8/vKf4wv5FG7YV8DVey79HLp6IYer5nPYV9wd319Gj+w/sex9T3l8qYqT/e8vo4+3mEng5gNF3HzQe7npQBG3HJ7Z8Anq9aIwz1eqLe+X+9NrwyfhHl+sDn+OpxMxXLevgGN7crhmTx7X7Mnhmv6W0oMzGd9PdwmiebnRxpnVBk4t1/DoYgWPXqx6L4uVy34OFdMJPPXwDG49PINbDnlPxN6wv+D8Lo5xmvd6Bo8uVobboh84W77iyZS9hRRu3F/Esb05XL2Qx9UL3ly5aiGH2az/Bz9CX/iJSB7ACoDbjDEP9d/2AQBPGmN+ZN37/hOA9xpjfqv/+msAfK8x5jlbfY5xF37GGDQ7PZQbHazWWsMtc4uDLXOVJi6Um8Nf3tefU7C3kMZNBwq4YX8BN+4v4Pr93rOFewupqX8oROEb6KjB1fweOu8dKX34fBkPna/g5FL1ivMH9hZSODKfw/6it8Vn8N99/S0/87nU8FniSU4OnqR5t2dQbXVQqrex2N+WsLhuq+XZtQZOr9RwvtS87N8m44Lr9nrzZfBy44ECju3JB3JRDZtNO88HR5LvO1PC/WfW8PAF74fTY0vVyy4Okk3Gve09c5e2+ByazWJ/MY35fBKzWW9L0KzPzxSP6vYMSvU2Vofny7ZwodzE+bUGzpcbOLfWxPmSd7GbwTaqgYV8Clcv5HDj/gKecmim/8xycUdHIaL2vcUGbK5vJ99bzpea3s+hCxV8qb+D54nlK7+XpxMxHJ7LXvZzaH8xg/3FNPYW05jLeufJzmQSmMkmfbvQyeB3lrV6e3i6x0qt3d9K2Rr+/Dm35i32BjsmBuIxwdH5LK7Zk8e1/QXKtfvyuPlAEYdmM/y9ZUKNdhcPn6/gi+dKePBcGY9crODkcg2nlmvDI8qAdzTswEwaB4oZHJjNeP+dSePATAZ7CqnLTqkpZpJjHTkct3mn28NK/zzI0YtsLVdbOFfqXxSpv0W3vG4r7kI+hetGnli9bm8eTzk4E9nt0Tv53nKh7H1vefBcGQ/1f889tVy74roZs9kkjsxlsX/G+94yOFd2XyGN/TNpzGaTmMl48ySTjI31dbBh4fcMAJ8yxuRG3vZfADzfGPPSde+7BuAlxphP918/DuAfjDHFrT7H/utuMS972/uHJ3h2e94Jnu1uD9VmF5VmZ/jS3eTkhURMsKeQwr5iGkfncjg6n8XR+SyuWsjh6HwOR+azgRyR4WXuPYO930/0v4kO/vvkah0Xy96CfHmL+02lErH+liFvIZiMx5CMeRc0GRz+H/wwbne6gEh/rhhv20DX+2+93UW12UW50UG12dnwggIDhXQCewspHJrN9udLbmTOZHFgJmPFfm8b+D3Pez2DJ1freGyxikcvVnBqxbua6Jn+VUXPlxqbnqfkbS/zvommE5efp5aMj56PcPm/M/CeUR9cHKnR7v+53UOpfz7lZuZySRyc8c51OziTwVUL3i9jx/bkcfWeYJ714/cWfWyuL4jmjXbX2+mzXMOplRqeWKrhbKmBi6UmLlaauFBqbHqhE8B7Imom612YIpXwtrum4jGkk7Hhxba8i2n10On/DGp1vC1t3ksHtaZ3Ua3NfmcBvAvADc53PDSbwcGZ/lU2ZzO4uv9zKIirbXKeX67bMzizWveOsi5VvScP+le0vlBq4lypMbyo33oi3u8Ss/0LbKX788X7r/d6XATtTgeQGHrGoGu882e9i651+hdiG5z2s/m8XMincLj/5OiR/hVZD89lcWQ+i+v25jGXc+MiW34JYp6XG22cWq4Pf8c9uVzFmdVG//fcBhYrrU3/n0/GZXgBv9zge0v/d9vBSyoheOe3H9904ae1r6wAoLTubWsANlrMFfp/N/p+BRGR9ef5ichrAbwWALIHr8eppWr/JHNvv28qkUAqDszOJJBPpTGbyyCfiiEVM8ilYtg/m8eefAr5eBcL+SQOzBeRiMdRrXonbqbTaSQSif7rTfSaBg2TQqVSAQCkUimk02lUKhUYY5BMJpFOp1Gr1dDr9ZBIJJDJZIavx2Ix5HI5NBoNdDqd4etLS0tIp71tJIVCAc1mE62Wt8ApFApotVrD1/P5PDqdDprN5vD1Xq+Her0O4NLNJms1b296NptFLBbb5DF5jyGV8v8xNZtNtNvtqR7TzXvzuHEhiXo9BWDussfU6fZQ6yWwXGvj1GIJpUYHja6g1jZYrtRRbXVRaxvU2z00Wm10ul20OoKuAVrtjveMnAhiMEjEvIsSxOOCRDwOMT3ERDCXjuHq+SwycSCXFOTTCczls8gkDGbTMezJp3DVvlkUEgYx093kMWXR6XSwsrzk7Ndp0sfU6XQwOzvr62Pal8uhuD+JWxaKiMVmL3tMXQM0TBJPLlewVK5jrdFBvRfHcqWB5UoTlWYXXcRQb3VQb3dQbXSwWhO0Oz0Y0z//MeZdca7Xu3TeSToRQzLmHQGYLSSRSWUQNz0UM3HM5dJYKKSRlq53Rd5CBkcWCsjFOt435w0fUxq1WhmLVf+/TtVqFfv374/83NN8TKurqygUCk49Jtu/ThcvXkQ2m/X9Mc3FgCPXFHH8SBbNZuGKx1RrdVHtxb1dQ2tVlJtdNHqCSrOL5XIdpUYXrR7Q7hnUm220u13UGl2s9QwarQ5isf6TkokYYAwSMWBPLoFrFrJIxwwyiRjymQSK2TSycYPZTBwLOe93lVy8h3wSSCcTWzymOtZW6oF8nRqNxmVfl6jOvdHHtC+XQR4x3DyXR+zG4hWPqRdP4fRSGRfW6ig3u2ghgeVKAyuVJsrNDupdQb3VQaPdQavTQ6cLVBttNNtddHoGMQGSiThgvD+nkwkUkjEsZJLIJjMoZlPIpeJISg/z2ST2zmSxt5hGRrqYzyawbzaHfDazyWPqQtp1NBo9579OkzymWq2GAwcO+P6Yrp1PYn8qgeMHZ5BO77vsMcUTSVQ7wMkLq1iqtlHrAI2uYLFURaXRQa1tUG0blOstdLo9dIxBo9XDWv933PY2V+YK84jfmwC8YJMjfi82xnym//qzAHx8uyN+tlzVcxpR3TIRJjbXx+b62Fwfm+tjc31sro/N9e3W5ltt9dQ6K/MhAAkRuXHkbbcDuG+D972v/3fbvR8RERERERGNQWXhZ4ypAvgggLeLSF5E7gLwMgAf2ODd3w/gh0XkiIgcBvAmAO/VGGdY8vl82EOIHDbXx+b62Fwfm+tjc31sro/N9bnYXPM6rD8AIAvgAoDfB/A6Y8x9IvJcEamMvN9vAvgLAJ8H8AV4t334TcVxqut0grvBKW2MzfWxuT4218fm+thcH5vrY3N9LjZXW/gZY5aNMd9ojMkbY64e3LzdGPMJY0xh5P2MMeYtxpiF/stbtrt5+243OCGU9LC5PjbXx+b62Fwfm+tjc31srs/F5m7feZGIiIiIiIi48LOBi3uIbcfm+thcH5vrY3N9bK6PzfWxuT4Xm3PhZ4Ferxf2ECKHzfWxuT4218fm+thcH5vrY3N9Ljbnws8Cg5s8kh4218fm+thcH5vrY3N9bK6PzfW52JwLPyIiIiIiIsdx4WeBXC4X9hAih831sbk+NtfH5vrYXB+b62NzfS4258KPiIiIiIjIcVz4WaBWq4U9hMhhc31sro/N9bG5PjbXx+b62Fyfi8258CMiIiIiInIcF34WyGazYQ8hcthcH5vrY3N9bK6PzfWxuT421+dicy78LBCL8cugjc31sbk+NtfH5vrYXB+b62NzfS42d+8R7ULVajXsIUQOm+tjc31sro/N9bG5PjbXx+b6XGzOhR8REREREZHjuPCzQDqdDnsIkcPm+thcH5vrY3N9bK6PzfWxuT4Xm3PhZ4FEIhH2ECKHzfWxuT4218fm+thcH5vrY3N9Ljbnws8CLu4hth2b62NzfWyuj831sbk+NtfH5vpcbM6FHxERERERkeO48LNAKpUKewiRw+b62Fwfm+tjc31sro/N9bG5Phebc+FnARcnlu3YXB+b62NzfWyuj831sbk+NtfnYnMxxoQ9Bl+IyEUAJ8Mex5T2AlgMexARw+b62Fwfm+tjc31sro/N9bG5vt3a/BpjzL6N/sKZhd9uJiInjDHHwx5HlLC5PjbXx+b62Fwfm+tjc31srs/F5tzqSURERERE5Dgu/IiIiIiIiBzHhZ8dfivsAUQQm+tjc31sro/N9bG5PjbXx+b6nGvOc/yIiIiIiIgcxyN+REREREREjuPCj4iIiIiIyHFc+CkTkQUR+ZCIVEXkpIi8Yov3TYvIb4jIeRFZFpG/EJEjmuN1xSTd++//TBH5RxGp9Pu/UWusrpi0ef/fpETkARE5rTFG10z4/eXNIvIFESmLyGMi8mbNse5W4zYWz8+LyFL/5edFRLTH64IJmnNO+2SKn5n83r1DE37/5u8oPpjge4szv49z4afv1wG0ABwA8EoA7xSRWzd53zcC+HIATwdwGMAKgF/VGKSDxu4uInsB/A2A3wSwB8ANAP5WaZwumWSuD7wZwMWgB+awSZoLgO8AMA/gawG8QUS+VWWUu9u4jV8L4BsB3A7ve/hLAXyf0hhdM25zzmn/TPr9m9+7d26s5vwdxVfjznNnfh/nxV0UiUge3mS5zRjzUP9tHwDwpDHmRzZ4/3cCKBtj3tJ//esB/JIx5mbFYe96U3T/WQBXGWNepTtSd0zavP/31wL4PwB+GMBvG2OOao3XBdM0X/fvfwXez4QfDHaku9ckjUXknwC81xjzW/3XXwPge40xz1Ee9q62k3nNOT2dKX5m8nv3Dk34vYW/o/hgwubO/D7OI366bgLQGUywvnsAbPYs2rsB3CUih0UkB+/ZiL8OeIwumrT7cwAsi8g/iciF/iH9qwMfpVsmbQ54z579GIB6kANz2DTNAXjbEgE8F8B9AY3NFZM0vrX/d9u9H21tqnnNOb0jkzbn9+6dm6Q5f0fxxyTNnfl9nAs/XQUApXVvWwNQ3OT9HwZwCsCT/X/3VABvD2x07pq0+1EA3wnv0P7VAB4D8PuBjc5NEzUXkW8CEDfGfCjogTls0nk+6m3wfh78js9jcs0kjQv9vxt9vwLP85vYtPP6beCcntbYzfm92zeTzHP+juKPSZo78/s4F34+EpGPi4jZ5OWTACoAZtb9sxkA5U0+5K8DSMPbw50H8EHs0mcYghRA9zqADxljPmuMaQD4KQBfISKzwT2K3cXP5v3tFr8A4D8FP/LdK4B5Pvi4b4B3XtTXG2OawYzeGZM0Xv++MwAqhudXTGriec05vWNjNef3bl9NMs/5O4o/JmnuzO/jXPj5yBjzAmOMbPLylQAeApAQkRtH/tnt2Hwryh3wzhFZ7v/w+lUAd/ZP7KW+ALrfC2D0lzP+oraOz81vBHAMwCdE5By8b6iHROSciBwL+KHsGgHMc4jIqwH8CIAXGWN4Nb7tTdL4vv7fbfd+tLWJ5jXntC/Gbc7v3f6ZZJ7zdxR/TNL8Djjy+zgv7qJMRP4A3v+k3wNvIv0fAF9hjLlioonI78B79uHVAGrwrpr1emPMrryEbJgm7P5VAP4UwAvhfQP4BQDHjTHPVRuwA8ZtLiIJAKPfPL8CwK8BeCaAi8aYrsqAHTDhPH8lgP8B4IXGmAc0x7mbTTCvvx/eVqyv7r//RwH8qjHmN1QH7IAJmnNO+2Sc5vze7a8J5jl/R/HJBM3d+X3cGMMXxRcACwD+DEAVwBMAXjHyd8+FtxVo8PoeAL8H4AKAVQCfBHBn2I9hN75M0r3/ttfB28u9AuAv4F1BK/THsZteJm0+8ncvAHA67PHvxpcJv788BqANb7vL4OU3wn4Mtr9s1niDvgLvF7Ll/ssvoP9kK18Ca845rdx83b/h926l5vwdRbc5HPp9nEf8iIiIiIiIHMdz/IiIiIiIiBzHhR8REREREZHjuPAjIiIiIiJyHBd+REREREREjuPCj4iIiIiIyHFc+BERERERETmOCz8iIiIAInKfiLxA6XPdIiInRES2eb8fFJGf1xgTERG5jffxIyKiSBCRysirOQBNAN3+699njPk9xbH8KYA/Nsb8wTbvlwHwJQDPNMZcUBkcERE5iQs/IiKKHBF5HMD3GGM+FsLnPgTgPgCHjTGNMd7/twE8aIz5xcAHR0REzuJWTyIiIniLQRH56v6f3yYifywivysiZRH5vIjcJCI/KiIXROSUiLxk5N/Oisi7ReSsiDwpIj8tIvFNPtWLAfzr6KJPRP7f/r8ri8iDIvKikff/OICvD+AhExFRhHDhR0REtLGXAvgAgHkA/wbgI/B+bh4B8HYAvznyvu8F0AFwA4BnAHgJgO/Z5OM+DcCDg1dE5GYAbwDwbGNMEcDXAHh85P0fAHD7Th8MERFFGxd+REREG/uEMeYjxpgOgD8GsA/AfzfGtAH8AYBjIjInIgcA/DsAP2SMqfbPxftlAN+6ycedA1Aeeb0LIA3gFhFJGmMeN8Y8MvL3ZQCzvj4yIiKKnETYAyAiIrLU+ZE/1wEsGmO6I68DQAHAYQBJAGdHLtIZA3Bqk4+7AqA4eMUY8yUR+SEAbwNwq4h8BMAPG2PO9N+lCGBtR4+EiIgij0f8iIiIduYUvCuE7jXGzPVfZowxt27y/vcCuGn0DcaY/22M+UoA1wAwAEZv4fBUAPcEMG4iIooQLvyIiIh2wBhzFsDfAvgfIjIjIjERuV5Enr/JP/kogGf2b9UAEblZRL5KRNIAGvCOJvZG3v/5AP46wIdAREQRwIUfERHRzn0HgBSA++Ft5fwTAIc2ekdjzHkAfw/gZf03pQH8dwCLAM4B2A/gR4Hhffz+HYD3BTh2IiKKAN7Hj4iISJmI3AJvMXen2eIHsYj8IICrjDFvURscERE5iQs/IiIiIiIix3GrJxERERERkeO48CMiIiIiInIcF35ERERERESO48KPiIiIiIjIcVz4EREREREROY4LPyIiIiIiIsdx4UdEREREROQ4LvyIiIiIiIgc9/8DNCzE6RcDXZ0AAAAASUVORK5CYII=\n",
      "text/plain": [
       "<Figure size 1080x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "from matplotlib import pyplot as plt\n",
    "\n",
    "\n",
    "# Set the figure size\n",
    "\n",
    "plt.rcParams[\"figure.figsize\"] = (15, 10)\n",
    "\n",
    "\n",
    "\n",
    "# Plot the ambiguity function\n",
    "\n",
    "plt.plot(time_delay, ambiguity[round(len(doppler_frequency) / 2)], '')\n",
    "\n",
    "\n",
    "\n",
    "# Set the time axis limits\n",
    "\n",
    "plt.xlim(-len(code) * chip_width, len(code) * chip_width)\n",
    "\n",
    "\n",
    "\n",
    "# Set the x and y axis labels\n",
    "\n",
    "plt.xlabel(\"Time (s)\", size=12)\n",
    "\n",
    "plt.ylabel(\"Relative Amplitude\", size=12)\n",
    "\n",
    "\n",
    "\n",
    "# Turn on the grid\n",
    "\n",
    "plt.grid(linestyle=':', linewidth=0.5)\n",
    "\n",
    "\n",
    "# Set the plot title and labels\n",
    "\n",
    "plt.title('Frank Code Ambiguity Function', size=14)\n",
    "\n",
    "\n",
    "\n",
    "# Set the tick label size\n",
    "\n",
    "plt.tick_params(labelsize=12)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Create the zero-range cut"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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pXq8jmUyG6jm59HVqNpuYnJwM1XMa5a/TVKWJT191N45fn8ONDxRx2ZXb8boLT3L6Obn4dWo2m6hWq6F6Tq58nURk7t+csDwnl75OnueF7jm58HWq1+tIp9Mj95yWI8O+FKmIvBfAFmPMy5Z4+3UA3meM+XL75bUAJgGsW27H7+yzzzbbtm2zMOLB7N+/H2vWrNEeRiSxvR6218X+w/Xpq+7G33/nZvzwrx6PN3/5dyg3DH74V4+HiGgPLVI47/WwvR621zOq7UXkGmPM2Yu9bRRv53ATgDPmvXwGgN0uHuYJuHn8b1iwvR6218X+w/W1a+7HQzdP4KSNY/j9U9fi9j1F3LBzeuV3pEBx3uthez1sr8fF9sO8nUNCRDIA4gDiIpIRkcUONf0sgFeIyKkisgrAOwBcOqxxBm2lLVeyh+31sL0u9h+e2x6cxc0PzODZD98MAPi9U9YjlYjh8t/uVB5Z9HDe62F7PWyvx8X2wxzxOwBU4N+q4U/af3+HiBwtIkURORoAjDHfB/ABAD8FcC+AHQDeNcRxBqpzbC8NH9vrYXtd7D8823bsBwBceMpGAMDGNeM459g1c6+n4eG818P2ethej4vth3k7h3cbY2TBn3cbY+41xhSMMffOe+y/GGM2GmPGjTF/aoypDWucQatWq9pDiCy218P2uth/eG7eNYPxTAJbVmcB+O1P2zSO7Q8W0Wi6dxiQyzjv9bC9HrbX42J79/YoHeN5nvYQIovt9bC9LvYfnpsfmMGpm8bnLuTieR5O3TSOerOFO/cWlUcXLZz3etheD9vrcbE9F36WuXj8b1iwvR6218X+w9FsGdz6wCxOOXJ87nWxWGzu5Zt3zWgNLZI47/WwvR621+Ni+1G8j1+ouHj8b1iwvR6218X+w3HPvhIqjSZOnbfwy+Vy2JpMIZWI4ZYHuPAbJs57PWyvh+31uNjevaWqYzo3dKThY3s9bK+L/Yejs6N36qaDC79arYZEPIaTjxjDzVz4DRXnvR6218P2elxsz4WfZY1GQ3sIkcX2etheF/sPx80PzCAZF5y4YWzudZ32px45jpt3zcAYozW8yOG818P2ethej4vtufCzrHPCPw0f2+the13sPxw375rBCRvGkEoc/FbaaX/qpnEcKDfw4Ix7V31zFee9HrbXw/Z6XGzPhZ9lhUJBewiRxfZ62F4X+w/HPftK2Lo+f8jrOu2PX+//9+7J0tDHFVWc93rYXg/b63GxPRd+lrl4/G9YsL0ettfF/vY1Wwa7pio4avWhJ/d32nfu63f/gcrQxxZVnPd62F4P2+txsT0XfpbV63XtIUQW2+the13sb9/umSoaTYOj1mQPeX2n/ZETWcQEuH9/WWN4kcR5r4ft9bC9Hhfbc+FHRETUo85O3pbVi1/OO5WI4YjxDHf8iIhoZHDhZ5mLx/+GBdvrYXtd7G/f/Qf8nbzOIZ0d89tvWZPjwm+IOO/1sL0ettfjYnsu/CxzcRs4LNheD9vrYn/77tvvL+g2r1r8UE/AXxTed4CHeg4L570ettfD9npcbM+Fn2UuToqwYHs9bK+L/e27/0AZG8bSyCTjh7x+fvujVufw4EwVda817OFFEue9HrbXw/Z6XGzPhR8REVGP7j9QwVFrFj+/r2PL6iyMAR6Y5uGeRESkjws/y/L5/MoPIivYXg/b62J/++47UD7s/D7g0PadhWHnsFCyi/NeD9vrYXs9Lrbnws8yz/O0hxBZbK+H7XWxv11es4UHpquLLvzmtz94Lz+e5zcMnPd62F4P2+txsT0Xfpa5eHPHsGB7PWyvi/3temC6imbLHHbzduDQ9keMZ5CICS/wMiSc93rYXg/b63GxPRd+REREPejcomHzIjt+8yXiMRy5ivfyIyKi0cCFn2UuHv8bFmyvh+11sb9de2arAIAjJzKHvW1h+yPGM9g9Ux3KuKKO814P2+thez0utufCz7JWi5fx1sL2etheF/vbtWfGP7xn/djhC7+F7TeMZbBn1r3DgVzEea+H7fWwvR4X23PhZ1mlwkN8tLC9HrbXxf527S3WkE7EMJ5JHPa2he3Xj6Wxd4YLv2HgvNfD9nrYXo+L7bnwIyIi6sGemSrWj6UhIis+dv1YGrM1D5V6cwgjIyIiWhoXfpblcsvf4JfsYXs9bK+L/e3aM1vDhrH0om9b2L7zuL083NM6zns9bK+H7fW42J4LPyIioh74C7/Dz+9bzIbxTPt9eIEXIiLSxYWfZeUy79+khe31sL0u9rdrz0wVG8YX3/Fb2L6z48cLvNjHea+H7fWwvR4X23PhR0RE1KVqo4mZqrfkoZ4LzS38eEsHIiJSxoWfZdns8jf4JXvYXg/b62J/ezrn6i11qOfC9qtzKSRiwh2/IeC818P2ethej4vtufCzLBZjYi1sr4ftdbG/PZ0F3PolDvVc2D4WE6wrpLnwGwLOez1sr4ft9bjY3r0RO6ZUKmkPIbLYXg/b62J/e/a2L9Ky1KGei7XfMM6F3zBw3uthez1sr8fF9lz4ERERdWnPCod6LmbDWJrn+BERkTou/CxLp7u7AAAFj+31sL0u9rdnz0wNMQHW5FOLvn2x9uvHMryP3xBw3uthez1sr8fF9lz4WZZIJLSHEFlsr4ftdbG/PXtmq1hXSCMek0Xfvlj79WNp7CvV0Wi2bA8v0jjv9bC9HrbX42J7Lvwsc/H437Bgez1sr4v97dk7W1vyHn7AEuf4tc8HnCxy188mzns9bK+H7fW42J4LPyIioi5NFutYV+jt8J7O4/cV6zaGRERE1BUu/CxLpRY/D4TsY3s9bK+L/e3ZX6oveX4fsHj7tYXU3PuSPZz3etheD9vrcbE9F36WuTgpwoLt9bC9Lva3Z3+pjjW53hZ+q3Nc+A0D570ettfD9npcbM+Fn2XFYlF7CJHF9nrYXhf721GpN1FpNLGmsPQ3+8Xar81z4TcMnPd62F4P2+txsT0XfkRERF3YX/YXbsvt+C1mIptETIADZS78iIhIDxd+lrm4DRwWbK+H7XWxvx0H2jt2vZ7jF4sJVudS2McdP6s47/WwvR621+Niey78LHPx5o5hwfZ62F4X+9uxr4uF31LtV+dTcwtHsoPzXg/b62F7PS6258LPMheP/w0LttfD9rrY345udvyWar8mzx0/2zjv9bC9HrbX42J7LvwsM8ZoDyGy2F4P2+tifzu62fFbqv2aHHf8bOO818P2ethej4vtufCzLJlMag8hstheD9vrYn87DpTqiMcE45ml+y7Vfk0hxat6WsZ5r4ft9bC9Hhfbc+FnmYvH/4YF2+the13sb8e+Uh2rc0nEYrLkY5ZqvyaXwoFyHa2We78hdgXnvR6218P2elxsz4WfZeVyWXsIkcX2etheF/vbcaBUX/YwT2Dp9mvyKbQMMF1p2BgagfNeE9vrYXs9Lrbnws+yVqulPYTIYns9bK+L/e3YX6pj9Qr38FuqfWfBuJ/38rOG814P2+thez0utufCz7JEIqE9hMhiez1sr4v97dhXqmFtYfmF31Lt5xZ+PM/PGs57PWyvh+31uNieCz/LMpmM9hAii+31sL0u9rfjQLmx4o7fUu258LOP814P2+thez0utufCzzIXj/8NC7bXw/a62D94zZbBgXIdawc4xw/gws8mzns9bK+H7fW42J4LP8tcPP43LNheD9vrYv/gTVcaMAZYvcLCb8Vz/Ljws4bzXg/b62F7PS6258LPsliMibWwvR6218X+wdtfqgFY/ubtwNLtM8k4cqk4F34Wcd7rYXs9bK/HxfbujdgxuVxOewiRxfZ62F4X+wdvf8m/DcNKC7/l2q/OpXCACz9rOO/1sL0ettfjYnsu/CyrVqvaQ4gsttfD9rrYP3hT7dswrHRxl+Xar84nMcX7+FnDea+H7fWwvR4X23PhZ5nnedpDiCy218P2utg/eJ0F20Q2uezjlms/kU3OLSApeJz3etheD9vrcbE9F36WuXj8b1iwvR6218X+wZvpLPxyyy/8lmu/KpvCNHf8rOG818P2ethej4vt3RuxY1w8/jcs2F4P2+ti/+BNlRuIxwRj6eVv2Ltc+4lckgs/izjv9bC9HrbX42J7Lvwsq9Vq2kOILLbXw/a62D94U5U6JrJJiMiyj1uu/apsElPlBowxQQ+PwHmvie31sL0eF9tz4WdZo8Hf7mphez1sr4v9gzdd8VY8vw9Yvv1ENgmvZVCqN4McGrVx3uthez1sr8fF9lz4WbbSb4fJHrbXw/a62D94U+V6Vwu/5dqvap8fyMM97eC818P2ethej4vtufCzrFAoaA8hstheD9vrYv/gTVcacwu35SzXfiLr3wqCV/a0g/NeD9vrYXs9Lrbnws8yF4//DQu218P2utg/eFPlRlc7fsu177z/dJk7fjZw3uthez1sr8fF9lz4WVav8ze7WtheD9vrYv/gTVcaWNXFwm+59p0dQ97E3Q7Oez1sr4ft9bjYngs/IiKiZTRbBjPVBiZyqYE+Ds/xIyIiTVz4Webi8b9hwfZ62F4X+wdrttqAMehqx2+59qvmzvHjws8Gzns9bK+H7fW42J4LP8tc3AYOC7bXw/a62D9YnR26bs7xW659JhlDKh7DVIVfHxs47/WwvR621+Niey78LHNxUoQF2+the13sH6zODl03V/Vcrr2IYCKX5MVdLOG818P2ethej4vtufAjIiJaRudiLN0s/FayKpvkoZ5ERKSCCz/L8vm89hAii+31sL0u9g9W57573RzquVL7iWySF3exhPNeD9vrYXs9Lrbnws8yz/O0hxBZbK+H7XWxf7Bm5s7xW/mqniu1X5VL8nYOlnDe62F7PWyvx8X2XPhZ5uLNHcOC7fWwvS72D1bn0MxBb+Duf4wUpsvunRfiAs57PWyvh+31uNieCz8iIqJlTFUayKfiSCUG/5bJHT8iItLChZ9lLh7/GxZsr4ftdbF/sKYrja52+4DuzvEr15uoe60ghkbzcN7rYXs9bK/HxfZc+FnWavGbuxa218P2utg/WFPlBiZyK5/fB6zcvnNlUF7gJXic93rYXg/b63GxPRd+llUqFe0hRBbb62F7XewfrJlKA+OZRFePXal9Z+dwmjdxDxznvR6218P2elxsz4UfERHRMmaq3R/quZLxTLL9Md27GhwREbmNCz/Lcrmc9hAii+31sL0u9g/WTKWB8S4Xfiu1H88m5j4mBYvzXg/b62F7PS6258KPiIhoGbNVb26nblCdjzPLHT8iIhoyLvwsK5fL2kOILLbXw/a62D84zZbBbM2b26lbyUrtOzuHM1Xu+AWN814P2+thez0utufCj4iIaAnF9s7cWMA7fjMV7vgREdFwceFnWTab1R5CZLG9HrbXxf7B6ezMdXtVz5XaZ5IxJOPCHT8LOO/1sL0ettfjYnsu/CyLxZhYC9vrYXtd7B+czv32ur24y0rtRQTjmSQv7mIB570ettfD9npcbO/eiB1TKpW0hxBZbK+H7XWxf3AO7vh1t/Drpv1YJsHbOVjAea+H7fWwvR4X23PhR0REtITOuXjdXtylG+NZ7vgREdHwceFnWTqd1h5CZLG9HrbXxf7Bme1xx6+b9uOZ5NzHpeBw3uthez1sr8fF9lz4WZZIBPdbYuoN2+the13sH5zOIZndnuPXTfvxLA/1tIHzXg/b62F7PS6258LPMheP/w0LttfD9rrYPzgzlQZEgLF0d9/gu2nPi7vYwXmvh+31sL0eF9tz4UdERLSEmWoDhVQCsZgE9jHHs0nezoGIiIaOCz/LUqmU9hAii+31sL0u9g/OTMXr+jBPoLv245kEqo0Wal5zkKHRApz3etheD9vrcbE9F36WuTgpwoLt9bC9LvYPzky1gbEub94OdLnway8kZ3meX6A47/WwvR621+Ni+6Et/ERkjYh8XURKIrJDRF64xOPSIvJvIrJbRPaLyLdFZPOwxhm0YrGoPYTIYns9bK+L/YMzU2n0tOPXTfvOFUJ5nl+wOO/1sL0ettfjYvth7vh9HEAdwEYALwLwCRE5bZHHvQHAYwA8DMAmAAcAfHRYgyQiIuqYrXpd38qhW517AnLHj4iIhmkoCz8RyQN4NoB3GmOKxpirAHwLwIsXefhxAH5gjNltjKkC+BKAxRaITnBxGzgs2F4P2+ti/+DMVBs93by9u3P8knMfm4LDea+H7fWwvR4X2w9rx+8kAJ4xZvu8112HxRd0nwZwrohsEpEc/N3B7w1hjFa4eHPHsGB7PWyvi/2DM1Np9LTj1037sblDPbnjFyTOez1sr4ft9bjYflh3HiwAmFnwumkAY4s89nYA9wHYCaAJ4AYAr1/sg4rIqwC8CgC2bNmCarWKer2Oer0OAMjn8/A8D7Vabe7lVquFSqUCAMjlcgCAcrkMAMhms4jFYnP35Uin00gkEnMvp1IppFKpuWN6U6kU0uk0isUijDFIJpNIp9Mol8totVpIJBKoVCpIp9NotVqIxWLI5XKoVqvwPG/u5VqthkajARFBoVBArVabew6FQmHknlMmk5l7eZSf086dOzExMRGq5+TK12l6ehpHHHFEqJ6TS1+nyclJZLPZUD0nja9TsVTCbNVDCh6q1WpXz2lychKrVq1a9jl5Ff957JmaxeRkkl+ngJ5TqVTCxo0bQ/WcXPk6lUolJJPJUD0nV75ODzzwACYmJkL1nFz5Ok1PT2PTpk0j95yWI8aYZR8QBBE5C8DVxpjcvNe9CcAFxpiLFjz2vwDkAbwCQAnAWwA83RjzqOU+x9lnn222bdsW+NgHNTk5iXXr1mkPI5LYXg/b62L/YMxUG3jYu3+Id/zBKXjleVu7ep9u2pdqHk571w/wtqedjFeff3wQQyVw3mtiez1sr2dU24vINcaYsxd727AO9dwOICEiJ8573RkAblrksWcCuNQYs98YU4N/YZdzRGT0ynah8xswGj6218P2utg/GJ2rbvZyqGc37XOpOOIx4Tl+AeO818P2ethej4vth7LwM8aUAFwO4D0ikheRcwE8A8Blizz8NwBeIiITIpIE8FoAu4wxk8MYa9BcPP43LNheD9vrYv9gdM7B6+XiLt20FxGMZxI8xy9gnPd62F4P2+txsf0wb+fwWgBZAHsAfAHAxcaYm0TkPBGZfyOMvwZQhX+u314Avw/gWUMcZ6A6x/TS8LG9HrbXxf7BmG3vyI31sOPXbfuxTJI7fgHjvNfD9nrYXo+L7Yd1cRcYY/YDeOYir78S/sVfOi/vg38lz1BotVraQ4gsttfD9rrYPxjFmr8jN5bp/ltlt+3HMgmUatzxCxLnvR6218P2elxsP8wdv0hKJIa2tqYF2F4P2+ti/2B0Fn6FdPc9u21fSCd4A/eAcd7rYXs9bK/HxfZc+FmWyWS0hxBZbK+H7XWxfzA6C7NCDzt+3bYfyyTmFpYUDM57PWyvh+31uNieCz/LXDz+NyzYXg/b62L/YMwd6pkO/hy/QpoLv6Bx3uthez1sr8fF9lz4Webi8b9hwfZ62F4X+wdjttpAPCbIJLv/Vtlt+0KGh3oGjfNeD9vrYXs9Lrbnws+yWIyJtbC9HrbXxf7BKFY9FNIJiEjX79Nt+0I6iSIXfoHivNfD9nrYXo+L7d0bsWNyuZz2ECKL7fWwvS72D8Zszevpip5A9+3HMgnUmy3UvGY/Q6NFcN7rYXs9bK/HxfZc+FlWrVa1hxBZbK+H7XWxfzA6O3696LZ9Z0HJXb/gcN7rYXs9bK/HxfZc+FnmefymroXt9bC9LvYPRrGPHb9u23cWlLzAS3A47/WwvR621+Niey78LHPx+N+wYHs9bK+L/YMx28eOX/fn+CXmPgcFg/NeD9vrYXs9LrZ3b8SOcfH437Bgez1sr4v9g1GseShkur+VA9B9+869AbnwCw7nvR6218P2elxsz4WfZbVaTXsIkcX2etheF/sHo58dv27bd+4NyEM9g8N5r4ft9bC9Hhfbc+FnWaPR0B5CZLG9HrbXxf7BKNYaGO/xHL9u289d3KXGr1VQOO/1sL0ettfjYnsu/Czr5f5PFCy218P2uth/cI1mC9VGq+cdv27bF3hVz8Bx3uthez1sr8fF9lz4WVYoFLSHEFlsr4ftdbH/4DoLskKPO37dtp+7uAsP9QwM570ettfD9npcbM+Fn2UuHv8bFmyvh+11sf/gOufe2TrHL52IIRkX7vgFiPNeD9vrYXs9Lrbnws+yer2uPYTIYns9bK+L/QfXudpmr/fx67a9iKCQTvCqngHivNfD9nrYXo+L7bnwIyIiWuDgjl9vt3PoRSGT4FU9iYhoaLjws8zF43/Dgu31sL0u9h9c52qbve749dJ+LJ3kjl+AOO/1sL0ettfjYnsu/CxzcRs4LNheD9vrYv/BzfZ5cZde2vs7fu5dDnxUcd7rYXs9bK/HxfZc+Fnm4qQIC7bXw/a62H9wc+f49Xhxl17aj6V5qGeQOO/1sL0ettfjYnsu/IiIiBaYO8evxx2/XhQyCV7Vk4iIhoYLP8vy+bz2ECKL7fWwvS72H1yx6iEmQDYZ7+n9emnPq3oGi/NeD9vrYXs9Lrbnws8yz+M3dS1sr4ftdbH/4Io1D4V0AiLS0/v10r6QSfAG7gHivNfD9nrYXo+L7bnws8zFmzuGBdvrYXtd7D+42aqHsUzvt3Lopf14Jom610LNa/b8eehwnPd62F4P2+txsT0XfkRERAvMVhs938qhV4X2hWNKNS78iIjIPi78LHPx+N+wYHs9bK+L/QfXOdSzV72e4weAF3gJCOe9HrbXw/Z6XGzPhZ9lrVZLewiRxfZ62F4X+w+uWPP6uqJnL+07H3+W9/ILBOe9HrbXw/Z6XGzPhZ9llUpFewiRxfZ62F4X+w+uWO1vx6+X9p17BPLKnsHgvNfD9nrYXo+L7bnwIyIiWmC25tk/xy/DQz2JiGh4uPCzLJfLaQ8hstheD9vrYv/B+Rd36f2qnr2073z8Im/pEAjOez1sr4ft9bjYngs/IiKieRrNFqqNVl+Hevai8/F5Lz8iIhoGLvwsK5fL2kOILLbXw/a62H8wpfZCrJ+FXy/tx3ioZ6A47/WwvR621+Niey78iIiI5ulcbKWfq3r2Ip2IIRETFHlVTyIiGgIu/CzLZrPaQ4gsttfD9rrYfzCdc+7G+tjx66W9iKCQSfCqngHhvNfD9nrYXo+L7bnwsywWY2ItbK+H7XWx/2A6C79+dvx6bV9IJ3ioZ0A47/WwvR621+Nie/dG7JhSqaQ9hMhiez1sr4v9BzNb9Q+97Oeqnr22H8skeXGXgHDe62F7PWyvx8X2XPgRERHNM3eOn+WregL+4aTc8SMiomHgws+ydDqtPYTIYns9bK+L/Qczd45fH4d69tq+kEnwPn4B4bzXw/Z62F6Pi+258LMskbD/G2NaHNvrYXtd7D+Y4gA7fr22L6S58AsK570ettfD9npcbM+Fn2UuHv8bFmyvh+11sf9gijUPIkAuFe/5fXtt71/Vk7dzCALnvR6218P2elxsz4UfERHRPLNVD4V0AiJi/XONpXk7ByIiGg4u/CxLpVLaQ4gsttfD9rrYfzCzVQ/jfVzRE+i9/VgmgZrXQt1r9fX56CDOez1sr4ft9bjYngs/y1ycFGHB9nrYXhf7D6ZYa/R9Rc9e23c+T4nn+Q2M814P2+thez0utufCz7Jisag9hMhiez1sr4v9B1OseX3dvB3ovX2hvbPIC7wMjvNeD9vrYXs9Lrbnwo+IiGieYvscv2HofB6e50dERLZx4WeZi9vAYcH2etheF/sPZrba/45fP+f4+Z+TV/YcFOe9HrbXw/Z6XGzPhZ9lLt7cMSzYXg/b62L/wczWPIz1uePX8w3c25+Hh3oOjvNeD9vrYXs9Lrbnws8yF4//DQu218P2uth/MMWqN7cT1/P79ti+83m48Bsc570ettfD9npcbM+Fn2XGGO0hRBbb62F7XezfP6/ZQqXRRCHd3+0cem1fyPAcv6Bw3uthez1sr8fF9lz4WZZM9vfDAw2O7fWwvS7271+p1gSAvs/x67X9WJpX9QwK570ettfD9npcbM+Fn2UuHv8bFmyvh+11sX//Zmv+RVaGdY5fJhlDPCYocsdvYJz3etheD9vrcbE9F36Wlctl7SFEFtvrYXtd7N+/ziGX+T4Xfr22FxEU0gle1TMAnPd62F4P2+txsT0Xfpa1Wi3tIUQW2+the13s379S+5DLfi/u0k/7QjqBWR7qOTDOez1sr4ft9bjYngs/yxKJ4dwEmA7H9nrYXhf796+zAOt3x6+f9oV0Ym7BSf3jvNfD9nrYXo+L7bnwsyyTyWgPIbLYXg/b62L//nUWYIU+F379tM+n43MXlaH+cd7rYXs9bK/HxfZc+Fnm4vG/YcH2etheF/v3rzS34xfv6/37aZ9PJ3hVzwBw3uthez1sr8fF9lz4Webi8b9hwfZ62F4X+/ev2LmdQ587fv20H8vwUM8gcN7rYXs9bK/HxfZc+FkWizGxFrbXw/a62L9/pQHP8eunfT7FHb8gcN7rYXs9bK/HxfbujdgxuVxOewiRxfZ62F4X+/evVPOQSsSQjPf37bGf9jzUMxic93rYXg/b63GxPRd+llWrVe0hRBbb62F7Xezfv2LN6/swT6C/9p2rehpj+v68xHmvie31sL0eF9tz4WeZ5/G3uFrYXg/b62L//pVqXt8XdgH6a1/IJNAyQLXh3vkio4TzXg/b62F7PS6258LPMheP/w0LttfD9rrYv3/FWhP5VP87fn2d49feYZytNfr+vMR5r4nt9bC9Hhfbuzdix7h4/G9YsL0ettfF/v0r1TyMZfpf+PXTvtDeYeS9/AbDea+H7fWwvR4X23PhZ1mtVtMeQmSxvR6218X+/SvVvb6v6An0176zw8hbOgyG814P2+thez0utufCz7JGg4fuaGF7PWyvi/37V6wOtvDrp32hvcPIK3sOhvNeD9vrYXs9Lrbnws8yEdEeQmSxvR6218X+/SvWPBQGOMevn/adq4gWq1z4DYLzXg/b62F7PS6258LPskKhoD2EyGJ7PWyvi/3751/Vs/+FXz/tO5+vVOfCbxCc93rYXg/b63GxPRd+lrl4/G9YsL0ettfF/v1ptQxK9ebcxVb60U/7uR0/Huo5EM57PWyvh+31uNieCz/L6vW69hAii+31sL0u9u9PueFfVXOQHb9+2ncWfry4y2A47/WwvR621+Niey78iIiIcHDhNcjCrx+5VBwiPMePiIjs4sLPMheP/w0LttfD9rrYvz+dQy0LQz7HT0SQTyVQ5H38BsJ5r4ft9bC9Hhfbc+FnmYvbwGHB9nrYXhf796cUwMKv3/b5dJyHeg6I814P2+thez0utufCzzIXJ0VYsL0ettfF/v0pBnCoZ7/tC+kEiryq50A47/WwvR621+Niey78iIiIAJTah1oOsuPXr0I6wXP8iIjIKi78LMvn89pDiCy218P2uti/Pwcv7tL/7Rz6bZ9PJ3io54A47/WwvR621+Niey78LPM8fiPXwvZ62F4X+/dnNoBz/Pptn08neB+/AXHe62F7PWyvx8X2XPhZ5uLNHcOC7fWwvS72708Qt3Pot/1YOoESz/EbCOe9HrbXw/Z6XGzPhR8RERH8hZ+If1+9YcvzHD8iIrKMCz/LXDz+NyzYXg/b62L//hRrHvKpBESk748x2Dl+vI/fIDjv9bC9HrbX42J7Lvwsa7Va2kOILLbXw/a62L8/pZo30IVdgP7bF9Jx1Jst1D1+7frFea+H7fWwvR4X23PhZ1mlUtEeQmSxvR6218X+/SnVmgPfyqHf9p3Pyyt79o/zXg/b62F7PS6258KPiIgI/qGeGvfwAw5eUIZX9iQiIlu48LMsl8tpDyGy2F4P2+ti//74h3oOtvDrt32BC7+Bcd7rYXs9bK/HxfZc+BEREaF9cRflHT8e6klERLZw4WdZuVzWHkJksb0ettfF/v0p1Qc/1LPf9oUMd/wGxXmvh+31sL0eF9tz4UdERAT/4i6DXtWzXzzUk4iIbOv6V5sicjKA5wI4whjzuvbLKWPM9dZGFwLZbFZ7CJHF9nrYXhf796dYHfxQz37b81DPwXHe62F7PWyvx8X2Xe34ichzAfwcwGYAL26/ugDgXyyNKzRiMW6qamF7PWyvi/17V/daqDdbKKQGW/j1277zeYu8iXvfOO/1sL0ettfjYvtuR/weAE82xrwGQOe70nUAzrAyqhAplUraQ4gsttfD9rrYv3ednbZBd/z6bd85xJQ7fv3jvNfD9nrYXo+L7btd+G0A0Dmk08z7r1n84YcTkTUi8nURKYnIDhF54TKPfbiI/FxEiiKyW0Te0O3nISIi6lXn3LrORVaGLRGPIZOM8Rw/IiKyptuF3zU4eIhnx/MB/LqHz/VxAHUAGwG8CMAnROS0hQ8SkXUAvg/gkwDWAjgBwA97+DwjJZ1Oaw8hstheD9vrYv/elerthd+AO36DtC+kE1z4DYDzXg/b62F7PS627/Y73F8A+KGIvAJAXkR+AOAkAE/p5p1FJA/g2QBON8YUAVwlIt+Cv5h864KHvxHAD4wxn2u/XANwS5fjHDmJhM5vj4ntNbG9LvbvXVCHeg7SPp9O8FDPAXDe62F7PWyvx8X2Xe34GWNuBXAy/F27dwD4TwAPNcbc3uXnOQmAZ4zZPu911wE4bMcPwKMB7BeRX4jIHhH5togc3eXnGTkuHv8bFmyvh+11sX/vOhdVKQx4O4dB2udTXPgNgvNeD9vrYXs9LrbveqlqjCkD+HKfn6cAYGbB66YBjC3y2C0AHg7gyQBuAPABAF8AcO7CB4rIqwC8CgC2bNmCarWKer2Oer0OAMjn8/A8D7Vabe7lVquFSqUCAMjlcgAO3oAxm80iFovNfSHT6TQSicTcy6lUCqlUCsVice7ldDqNYrEIYwySySTS6TTK5TJarRYSiQTq9Tr279+PVquFWCyGXC6HarUKz/PmXq7Vamg0GhARFAoF1Gq1uedQKBRG7jllMpm5l0f5OU1PT4fuObnydZqeng7dc3Lp61QulzE5ORmq52T76zRV9D9Wo1zE9HS87+c0PT3d93PKJQX7ZyuYnJzk16mP51QsFlEoFEL1nFz5OtXr9bl/c8LynFz5OnV+1gnTc3Ll6zQ9PT2Sz2k5Yszi12cRkSvRxcVbjDGPX+kxInIWgKuNMbl5r3sTgAuMMRcteOx1AH5rjPnT9strAUwCWGWMmV7qc5x99tlm27ZtKw1l6GZmZjA+Pq49jEhiez1sr4v9e/flbffhLV+9Hle+5Qk4ak1u5XdYwiDtX37pb7Bntorv/Pl5fX/+KOO818P2ethez6i2F5FrjDFnL/a25Xb8PjXv78cDeDmAzwDYAeBoAC8FcEmXY9gOICEiJ847PPQMADct8tjrceiCs+srh46iVCqlPYTIYns9bK+L/XvXOcRy0Iu7DNI+n06gNMn7+PWL814P2+thez0utl9yP9AY85nOH/gXcXmqMeZvjDH/box5B4Cntv+syBhTAnA5gPeISF5EzgXwDACXLfLw/wTwLBE5U0SSAN4J4KrldvtGWWerloaP7fWwvS72711QF3cZpH0hHedVPQfAea+H7fWwvR4X23d7O4dTANy54HV3w7/gS7deCyALYA/8c/YuNsbcJCLnichcOWPMTwC8HcB32489AcCS9/wjIiIa1GzNQyoeQyrR7bfF4BXSCRSrXPgREZEd3f5q82cALhWRdwK4H8BRAN4N4MpuP5ExZj+AZy7y+ivhX/xl/us+AeAT3X7sUebiNnBYsL0ettfF/r0r1TzkB7yiJzD4oZ6VRhPNlkE8JgOPJWo47/WwvR621+Ni+25/tfmy9n9vAlCEf7VNAfCnFsYUKi7e3DEs2F4P2+ti/96Vak0UMoPfk2nQG7gDB28mT73hvNfD9nrYXo+L7bu9j99+Y8zzAWQAbAKQNca8wBgzaXV0IeDi8b9hwfZ62F4X+/euWPOQTw2+8Bukfef8Qt7Lrz+c93rYXg/b63GxfVff5URk64JX5UX8w1CMMXcFPagwWep2GWQf2+the13s37tSzRv4ip7AYO07n79Y9YCJgYcSOZz3etheD9vrcbF9t9/l7oB/W4X5Jx10nu3gJ0WEWDKZ1B5CZLG9HrbXxf69K9U8rMoNfr7GIO3nFn7c8esL570ettfD9npcbN/toZ4xY0y8/d8Y/MM9/x3Ai62OLgRcPP43LNheD9vrYv/eFQPa8Ruk/cFDPXkvv35w3uthez1sr8fF9n1dt9oY8yCAvwTw/kBHE0Llcll7CJHF9nrYXhf7965UawZyVc9B2nc+P3f8+sN5r4ft9bC9HhfbD3LDoocAyAU1kLBqtVraQ4gsttfD9rrYv3f+7RwG3/EbpP1Y2j9siAu//nDe62F7PWyvx8X23V7c5UocPKcP8Bd8pwF4j41BhUkiMfgPEtQfttfD9rrYvzfGGJTqwRzqOUj7zo4fr+rZH857PWyvh+31uNi+2xF/asHLJQDXGWNuD3g8oZPJZLSHEFlsr4ftdbF/byqNJloGgez4DdI+z4u7DITzXg/b62F7PS627/a7XNkY85WFrxSR5xhjvhrwmEKlXC47OTHCgO31sL0u9u9NseovtILY8RukfToRQyIm3PHrE+e9HrbXw/Z6XGzf7Tl+n17i9f8e1EDCysXjf8OC7fWwvS72701nhy2Ihd8g7UUEhUyCO3594rzXw/Z62F6Pi+2X/S4378btMRE5Dofex28rgKqtgYVFLDbI9XNoEGyvh+11sX9vOrdPCOJQz0Hb51Nc+PWL814P2+thez0utl/pu9z8G7ffueBtDwJ4t4UxhUouxwufamF7PWyvi/1701loBXE7h0HbF9IJHurZJ857PWyvh+31uNh+2aVq58btAK7s3Lx93p9Nxhge6rmCapWbolrYXg/b62L/3pQCPNRz0Pb5dJw3cO8T570ettfD9npcbN/VHqUx5nzbAwkrz+NvbrWwvR6218X+vSnVOzt+gy/8Bm1fyCR5qGefOO/1sL0ettfjYvslv8uJyPeNMb/X/vvC+/jNMcY83tLYQsHF43/Dgu31sL0u9u9NkBd3GbR9IR3HrqnKwOOIIs57PWyvh+31uNh+ue9yn53394X38aMuuXj8b1iwvR6218X+vSnVgtvxG7R9PsVz/PrFea+H7fWwvR4X2y/5Xc4Y8/l5f//McIYTPrVazbl7fIQF2+the13s35ti+5y6XHLwi7sM2j6f5lU9+8V5r4ft9bC9HhfbL3eo58u7+QDGmEuCG074NBoN7SFEFtvrYXtd7N+bYtVDIZ1ALCYrP3gFg7Yfy/g7fsYYiAw+nijhvNfD9nrYXo+L7Zc7ruXFXby/AcCF3zL4jVsP2+the13s35tSzQvkVg7A4O3z6QRaBqg0msilBj/0NEo47/WwvR621+Ni++UO9XzCMAcSVoVCQXsIkcX2etheF/v3plj3Ajm/Dxi8fWccxZrHhV+POO/1sL0ettfjYvuuL0cjIqtE5EUi8ub2f1dZHFdo1Go17SFEFtvrYXtd7N+bUs0L5IqewODtC+2dR97Lr3ec93rYXg/b63GxfVcLPxF5IoB7APwFgEcC+HMA94jIhfaGFg71el17CJHF9nrYXhf796ZU85APaHdt0PaFdBIAeGXPPnDe62F7PWyvx8X23X6n+xiAVxljvtx5hYg8F8DHAZxsY2BERETDUKw1sXlVSnsYADB3ruFslQs/IiIKVreHem4C8LUFr/s6gCOCHU74uHj8b1iwvR6218X+vfEP9Qzm4i6Dtu8ccsodv95x3uthez1sr8fF9t0u/C4D8LoFr7sYh97knRbh4jZwWLC9HrbXxf698a/qORqHenbGUapz4dcrzns9bK+H7fW42L7b73RnAXiNiLwFwE4AmwFsAPArEfl550HGmMcHP0S3uTgpwoLt9bC9LvbvTTHAi7sM2n5s3lU9qTec93rYXg/b63Gxfbff6f6j/YeIiCg0Gs0Wal4rsIXfoOZu58Bz/IiIKGBdfaczxnzG9kDCKp/Paw8hstheD9vrYv/udc6lC+pQz0Hb51JxiPAcv35w3uthez1sr8fF9l1/pxOR8+Af8nnImYzGmH8IelBh4nn85q2F7fWwvS72717nkMqgdvwGbS8iyKcSKPI+fj3jvNfD9nrYXo+L7bu9j99HAXwVwOMBnDLvD2/lsAIXb+4YFmyvh+11sX/3OjdKD2rHL4j2hXSCO3594LzXw/Z62F6Pi+27/U73IgCnG2N22RwMERHRMBXnDvUM5nYOQcin47y4CxERBa7b2zncB8C9Ze0IcPH437Bgez1sr4v9u1cK+FDPINoX0gku/PrAea+H7fWwvR4X23f7ne4VAP5DRL4AYPf8Nxhjfr74uxAAtFot7SFEFtvrYXtd7N+9oC/uEkT7PA/17AvnvR6218P2elxs3+13ukcAeBr8c/wq815vABwd9KDCpFKpOPkbgTBgez1sr4v9uxf0xV2CaF9IJ3BvqRzIeKKE814P2+thez0utu/2O90/ALjIGPNjm4MhIiIapmLAO35B4KGeRERkQ7fn+JUA8JDOPuRyOe0hRBbb62F7XezfvVLAF3cJoj0P9ewP570ettfD9npcbN/twu9vAXxYRI4Qkdj8PzYHR0REZFOx1kQqHkM6MUpX9UzM3WaCiIgoKN0u3C4B8BoAOwE02n+89n9pGeUyz9PQwvZ62F4X+3evVPMCvZVDEO3HMgnUmy3UPC7+esF5r4ft9bC9Hhfbd3tSw3FWR0FERKTAX/iNzvl9AJBP+QvRUq05UjuRRETktq52/IwxOxb+ATAD4A/sDs992WxWewiRxfZ62F4X+3evWPMCu6InEEz7zkKU5/n1hvNeD9vrYXs9Lrbv6Rw9EYmLyB+KyNcAPADgYjvDCo9YjKdBamF7PWyvi/27V6oHu+MXRPvOQpRX9uwN570ettfD9npcbN/ViEXk4SLy/wDsAvBfAJ4O4LnGmIfaHFwYlEol7SFEFtvrYXtd7N+9Yq0Z6MIviPaFDHf8+sF5r4ft9bC9HhfbL7vwE5E3i8gNAH4B/zy/NwA4AsB+AL+yPzwiIiJ7itUGCgFe3CUInYXoLBd+REQUoJV+zfmPAPYBeAmArxhjDACIiO1xhUY6ndYeQmSxvR6218X+3SvVmsingtvxC6J9gef49YXzXg/b62F7PS62X+lQzycC+DaATwG4X0T+WUQeAcBYH1lIJBKjdbW4KGF7PWyvi/27F/RVPYNoz4u79IfzXg/b62F7PS62X3bhZ4y5whjzcviHd74VwMPgH+K5EcCrRWSt/SG6zcXjf8OC7fWwvS72744xBqW6h7HMiJ3jl+pc3IX38esF570ettfD9npcbN/t7RzKxpjLjDFPBnAsgHcCeBGA+yyOjYiIyJpKo4mWwejdx699zmGxyh0/IiIKTs/XITXG3G+M+QdjzMkAnmBhTKGSSqW0hxBZbK+H7XWxf3c6t0sIcuEXRPtEPIZMMoZSnQu/XnDe62F7PWyvx8X2A92AwhjDK3uuwMVJERZsr4ftdbF/d0rtQymDvKpnUO0L6QTv49cjzns9bK+H7fW42N69Ow86plgsag8hstheD9vrYv/udC6eEuRVPYNqn08neHGXHnHe62F7PWyvx8X2XPgREVEkzbbPoSuM2Dl+QHvHj+f4ERFRgLjws8zFbeCwYHs9bK+L/btTGtFz/AB/TDzUszec93rYXg/b63GxfVcLPxFJi8j7ROQuEZluv+4pIvJ6u8Nzn4s3dwwLttfD9rrYvzudi6cEufALqn0hneDFXXrEea+H7fWwvR4X23e74/chAKfDv4VD5+btNwG42MagwsTF43/Dgu31sL0u9u9OZ0ctyEM9gz3Hj/fx6wXnvR6218P2elxs3+13u2cBOMEYUxKRFgAYY3aKyGZ7QwsHY8zKDyIr2F4P2+ti/+50DvUsBHgD96DaF9KJuXMQqTuc93rYXg/b63Gxfbc7fnUsWCSKyHoA+wIfUcgkk0ntIUQW2+the13s351ie0ctlwzudg5BtS+k47yqZ4847/WwvR621+Ni+24Xfl8B8BkROQ4ARORIAB8D8EVbAwsLF4//DQu218P2uti/O6Wah3wqjlhMAvuYQbXPpxOoNJpottz7jbIWzns9bK+H7fW42L7bhd/bAdwN4AYAqwDcDmAXgL+zM6zwKJfL2kOILLbXw/a62L87pZoX6IVdgODad8475AVeusd5r4ft9bC9Hhfbd7XwM8bUjTF/ZYwpANgIYKz9ct3u8NzXarW0hxBZbK+H7XWxf3eKNS/we/gF1b4zLt7Lr3uc93rYXg/b63Gxfbe3c/iGiDxXRNLGmL3GxbMZlSQSo3dj4Khgez1sr4v9u1O0sOMXVPvOuHieX/c47/WwvR621+Ni+24P9fwZgDcD2CMinxGRp4oIb/7ehUwmoz2EyGJ7PWyvi/274x/qGdyFXYDg2s/t+HHh1zXOez1sr4ft9bjYvttDPT9kjDkHwNkA7gLwYQC7ROQjFscWCi4e/xsWbK+H7XWxf3eKtWbgh3oG1f7gjh/v5dctzns9bK+H7fW42L6nXTtjzO3GmL8D8HwA1wN4nZVRhYiLx/+GBdvrYXtd7N8dGxd3Cfwcv1ojkI8XBZz3etheD9vrcbF91ws/ETleRN4hIjcB+BH8K3ueb21kIRGL8YhYLWyvh+11sX93ShYu7hJU+4MLP+74dYvzXg/b62F7PS627+o7noj8BsBJAL4J4K8B/MgYwxMPupDL5bSHEFlsr4ftdbF/d2xc1TOo9p1zD3lxl+5x3uthez1sr8fF9t0uVf8JwBHGmJcYY77HRV/3qtWq9hAii+31sL0u9l+Z12yh5rUCP9QzqPZ5XtylZ5z3etheD9vrcbH9kt/xRETm3bbhq+3XHbZQNMa4d4DrEHkev2lrYXs9bK+L/VfWuWhK0Au/oNqnEzEk48Idvx5w3uthez1sr8fF9st9x5sGMN7+uwdg4b37pP26YK+FHTIuHv8bFmyvh+11sf/KZtsXTSkEfDuHoNqLCPLpBHf8esB5r4ft9bC9HhfbL7fwO23e34+zPZCwcvH437Bgez1sr4v9V2Zrxy/I9vkUF3694LzXw/Z62F6Pi+2XXKoaY+6b9+JzjTE7Fv4B8Gz7Q3RbrVbTHkJksb0ettfF/ivrLKiCXvgF2b6QTvBQzx5w3uthez1sr8fF9t3uUf7tEq9/R1ADCatGg/dg0sL2etheF/uvrLOgCvqqnkG2L2QSvIF7Dzjv9bC9HrbX42L7Zb/jicgT23+Ni8gT4J/X17EVwKytgYWFiKz8ILKC7fWwvS72X1ln4ZdPBbvwC7J9Pp3AdMW9Hyy0cN7rYXs9bK/HxfYrfcf7dPu/GQCXzHu9AfAggD+3MagwKRQK2kOILLbXw/a62H9lRUs7fkG2L6Tj2DVVCezjhR3nvR6218P2elxsv+x3PGPMcQAgIp81xrxkOEMKl1qthnQ6rT2MSGJ7PWyvi/1XNneoZyb4c/yCap9P8Ry/XnDe62F7PWyvx8X2XZ3jx0Vf/+r1uvYQIovt9bC9LvZfWaneuapnsLdzCLJ9IcOrevaC814P2+thez0utu/qV50iMg7g3QDOB7AO8871M8YcbWVkRERElsxWPSTjgnRidG9F27mqpzHGyXNJiIhotHR7Vc9/BfBwAO8BsAb+uX33AviQpXGFhovH/4YF2+the13sv7JSzQv8Vg5AsO3z6QRaBqg0eGXPbnDe62F7PWyvx8X23S78ngLg2caYbwJotv/7PAAvtjaykHBxGzgs2F4P2+ti/5WVal7gV/QEgm3fWZjycM/ucN7rYXs9bK/HxfbdLvxiAKbbfy+KyASABwCcYGVUIeLipAgLttfD9rrYf2XFmhf4FT2BYNuPtcfHe/l1h/NeD9vrYXs9Lrbv9rvedfDP7/sfAFfCP/SzCGC7pXERERFZU6p7gV/YJWhzO35V7vgREdHgut3x+zMA97T//gYAFQCrAPBqnyvI5/PaQ4gsttfD9rrYf2XFWtPKOX5Btu8sTHmoZ3c47/WwvR621+Ni+66+6xlj7pr39z0AXmltRCHjefyGrYXt9bC9LvZfWanmYdNEJvCPG2T7wtyhnvx6doPzXg/b62F7PS62X3LhJyIv7+YDGGMuCW444VOr1TA2NqY9jEhiez1sr4v9V1aydI5fkO3nFn5193640MB5r4ft9bC9HhfbL/ddr5srdhoAXPgREZFTipZu5xCkzsJvluf4ERFRAJb8rmeMecIwBxJWLh7/GxZsr4ftdbH/8owx1nb8gj3Hj4d69oLzXg/b62F7PS627/biLhCRtSLyYhF5c/vlTSKyxd7QwqHVamkPIbLYXg/b62L/5VUaTbQMrOz4Bdk+l4pDhAu/bnHe62F7PWyvx8X2XS38ROR8ALcBeBGAv22/+kQAn7A0rtCoVCraQ4gsttfD9rrYf3mdq2QWLNzOIcj2IoJCKoEi7+PXFc57PWyvh+31uNi+2x2/DwN4njHm9wB0fvX4KwDndPuJRGSNiHxdREoiskNEXrjC41MicouI3N/t5yAiIlpJ54boo36OH+CPsVhraA+DiIhCoNvvescaY/6n/XfT/m+9h/cHgI+332cjgDMBfFdErjPG3LTE498MYC8Aty6Xs0Aul9MeQmSxvR6218X+y+scOmlj4Rd0+3w6PrdQpeVx3uthez1sr8fF9t3u+N0sIk9d8LonAbihm3cWkTyAZwN4pzGmaIy5CsC3sMSVQ0XkOAB/AuD9XY6PiIioKwcP9Rz9Hb9COsEbuBMRUSC6Xfi9CcDnROQzALIi8kkAl8LflevGSQA8Y8z2ea+7DsBpSzz+owDeDsC9g2cXKJfL2kOILLbXw/a62H95Nnf8gm5fyCR4cZcucd7rYXs9bK/HxfZdfdczxvyviJwB/+IulwC4D8A5xphuz78rAJhZ8LppLHIYp4g8C0DcGPN1EblguQ8qIq8C8CoA2LJlC6rVKur1Our1OgD/Mque56FWq8293Gq15k7G7GzRdr5w2WwWsVgMpVIJAJBOp5FIJOZeTqVSSKVSKBaLcy+n02kUi0UYY5BMJpFOp1Eul9FqtZBIJFCv17F//360Wi3EYjHkcjlUq1V4njf3cq1WQ6PR8E/kLxRQq9XmnkOhUBi555TJZOZeHuXnND09Hbrn5MrXaXp6OnTPyaWvU7lcxuTkZKieU5Bfp71TswAArzyLyUkv0Oc0PT0d6HNKooXdpSpKpVLkvk69PqdisYhCoRCq5+TK16ler8/9mxOW5+TK16nzs06YnpMrX6fp6emRfE7LEWPMsg9Y8h1FHgrgb40xz+3isWcBuNoYk5v3ujcBuMAYc9G81+UBXAvg940xt7cXfv9ljFnxthFnn3222bZtW8/Pw7ZSqeTkfT7CgO31sL0u9l/e5361A3/z9Rvxv2+7EEdMZAL92EG3f+OXrsWv79mPq/7PEwP7mGHFea+H7fWwvZ5RbS8i1xhjzl7sbcsuC0UkJyJ/LyLfFpF/EZFxEdkqIl8H8EsAe7ocw3YACRE5cd7rzgCw8MIuJwI4FsCVIvIggMsBHCkiD4rIsV1+rpGy0sqb7GF7PWyvi/2Xd/BQz+Bv5xB0+3yah3p2i/NeD9vrYXs9LrZfacQfB3ARgJvhX8zlawB+Bn/Bdqwx5nXdfBJjTAn+Iu49IpIXkXMBPAPAZQseeiOAo+Bf9fNMAK8EsLv99/u6+VyjprN1S8PH9nrYXhf7L69zX7x8Kvhz/IJu75/jx6t6doPzXg/b62F7PS62X+m73lMBnGmM2SMiHwVwL4DzjTFX9vG5Xgv//MA9APYBuNgYc5OInAfge8aYgjHGA/Bg5x1EZD+AljHmwUU/IhERUY9KNQ+5VByxmGgPZUWFdAL1Zgs1r4l0IvgdSiIiio6VFn4FY8weADDG3C8ixT4XfTDG7AfwzEVefyX8i78s9j5XAFjx/L5Rlk6ntYcQWWyvh+11sf/ySjXP2s3bg26fT/mLvVKNC7+VcN7rYXs9bK/HxfYrfedLiMgTAMz9WnThy8aYn1gaWygkEqN/n6iwYns9bK+L/ZdXrHnW7uEXdPvOArVU87Amnwr0Y4cN570ettfD9npcbL/SiPfAPzyzY9+Clw2ArUEPKkxKpRKy2az2MCKJ7fWwvS72X95s1cNYxs437KDbd8bJm7ivjPNeD9vrYXs9LrZf9jufMebYIY2DiIhoKGzu+AWts+PHhR8REQ3KveuQOiaV4qE5WtheD9vrYv/lFS3u+AXdngu/7nHe62F7PWyvx8X2XPhZ5uKkCAu218P2uth/ebPVBgrppJWPHXT7wrxz/Gh5nPd62F4P2+txsT0XfpYVi0XtIUQW2+the13sv7zZmr0dv6Db57nw6xrnvR6218P2elxsz4UfERFFRqtlULS48AtaZ8dvtsqFHxERDYYLP8tc3AYOC7bXw/a62H9p5UYTxsDaxV0CP8dv3n38aHmc93rYXg/b63GxPRd+lrl4c8ewYHs9bK+L/ZdWbO+cjWXsnOMXdPtEPIZMMoZSnTt+K+G818P2ethej4vtufCzzMXjf8OC7fWwvS72X9pstQEAKDhyjh/g707yqp4r47zXw/Z62F6Pi+258LPMGKM9hMhiez1sr4v9lzZb6+z42Vn42WhfSCfmdippaZz3etheD9vrcbE9F36WJZN2DieilbG9HrbXxf5LmzvU09I5fjba59MJXtWzC5z3etheD9vrcbE9F36WuXj8b1iwvR6218X+S+tcHdPWoZ422ud5qGdXOO/1sL0ettfjYnsu/Cwrl8vaQ4gsttfD9rrYf2nFmn+On62Lu9hoX0gneHGXLnDe62F7PWyvx8X2XPhZ1mq1tIcQWWyvh+11sf/S5nb8LB3qaaM9z/HrDue9HrbXw/Z6XGzPhZ9liYQbNwkOI7bXw/a62H9pthd+Ntr7h3ryPn4r4bzXw/Z62F6Pi+258LMsk8loDyGy2F4P2+ti/6UVax7yqTjiMbHy8W20L6TjvLhLFzjv9bC9HrbX42J7Lvwsc/H437Bgez1sr4v9lzZbbVi7sAtgp30+nUCl0USz5d6lw4eJ814P2+thez0utufCzzIXj/8NC7bXw/a62H9pxZpn7cIugL1z/ADwyp4r4LzXw/Z62F6Pi+258LMsFmNiLWyvh+11sf/SZquetfP7ADvtO+Pl4Z7L47zXw/Z62F6Pi+3dG7Fjcrmc9hAii+31sL0u9l/abNXDmMVDPW20z3Ph1xXOez1sr4ft9bjYngs/y6rVqvYQIovt9bC9LvZfmn+op72Fn432PNSzO5z3etheD9vrcbE9F36WeR6/UWthez1sr4v9lzZbbVg91NNG+87FaEq8pcOyOO/1sL0ettfjYnsu/Cxz8fjfsGB7PWyvi/2XVqzavbiLjfb5VGfHrxH4xw4Tzns9bK+H7fW42N69ETvGxeN/w4Lt9bC9LvZfXLNlUKo3re742Wh/8FBP7vgth/NeD9vrYXs9Lrbnws+yWq2mPYTIYns9bK+L/RfXOUfO5jl+Ntrn03EAvLjLSjjv9bC9HrbX42J7LvwsazR4aI4WttfD9rrYf3HDWPjZaN85x48Xd1ke570ettfD9npcbM+Fn2Uioj2EyGJ7PWyvi/0XN1v1v0kX0vbO8bPRPp2IIxkXLvxWwHmvh+31sL0eF9tz4WdZoVDQHkJksb0ettfF/osrVu3v+NlqP5ZJzi1caXGc93rYXg/b63GxPRd+lrl4/G9YsL0ettfF/oubbe+YFRw7xw/wF6uzVe74LYfzXg/b62F7PS6258LPsnq9rj2EyGJ7PWyvi/0X11k4jVtc+NlqP55JYqbCHb/lcN7rYXs9bK/HxfZc+BERUSR0DvW0eY6fLdzxIyKiQXHhZ5mLx/+GBdvrYXtd7L+4zg3QbR7qaav9eCaJGZ7jtyzOez1sr4ft9bjYngs/y1zcBg4LttfD9rrYf3GzVQ8iQD4Vt/Y5bLXnjt/KOO/1sL0ettfjYnsu/CxzcVKEBdvrYXtd7L+42aqHQjph9RLc9hZ+SS78VsB5r4ft9bC9Hhfbc+FHRESRMFv1MJ5x7/w+ABjPJlCseWi2jPZQiIjIUVz4WZbP57WHEFlsr4ftdbH/4oq1Bgppe+f3Afbaj7UXrEXu+i2J814P2+thez0utufCzzLP4zdpLWyvh+11sf/iijXP6oVdAHvtOzed5wVelsZ5r4ft9bC9Hhfbc+FnmYs3dwwLttfD9rrYf3GzVW9uAWWLrfadQ1S58Fsa570ettfD9npcbM+FHxERRUKxfXEXF3VuOs8LvBARUb+48LPMxeN/w4Lt9bC9LvZf3GzNmztXzhZb7cez7R2/Cnf8lsJ5r4ft9bC9Hhfbc+FnWavV0h5CZLG9HrbXxf6Lm602rB/qaav9GHf8VsR5r4ft9bC9Hhfbc+FnWaVS0R5CZLG9HrbXxf6HazRbqDZa1g/1tNW+s1M5y3P8lsR5r4ft9bC9Hhfbc+FHRESh17kNgu0dP1sOXtWTO35ERNQfLvwsy+Vy2kOILLbXw/a62P9wxZq/YLK942erfTIeQzYZ547fMjjv9bC9HrbX42J7LvyIiCj0Zud2/Oxe3MWmsUyC5/gREVHfuPCzrFwuaw8hstheD9vrYv/DdXbKbB/qabP9eDbJ+/gtg/NeD9vrYXs9Lrbnwo+IiEJvWId62sQdPyIiGgQXfpZls1ntIUQW2+the13sf7jZIV3cxWb78UyS9/FbBue9HrbXw/Z6XGzPhZ9lsRgTa2F7PWyvi/0PN9vZ8bO88LPZnjt+y+O818P2ethej4vt3RuxY0qlkvYQIovt9bC9LvY/XOd2DuOWL+5is/1YJsnbOSyD814P2+thez0utufCj4iIQm+22kAiJkgn3P22N55N8OIuRETUN3e/AzoinU5rDyGy2F4P2+ti/8MVax4KmQRExOrnsdl+PJNE3Wuh5jWtfQ6Xcd7rYXs9bK/HxfZc+FmWSLh7BTnXsb0ettfF/oebrXrWL+wC2G3fGT/P81sc570ettfD9npcbM+Fn2UuHv8bFmyvh+11sf/hZioN6+f3AXbbd8bPK3sujvNeD9vrYXs9Lrbnwo+IiEJvpjqchZ9N3PEjIqJBcOFnWSqV0h5CZLG9HrbXxf6Hm6l4GM/aPyzHZvvxbHvHjxd4WRTnvR6218P2elxsz4WfZS5OirBgez1sr4v9Dzc7pB0/m+2547c8zns9bK+H7fW42J4LP8uKxaL2ECKL7fWwvS72P9xM1ZvbMbPJZvux9sJ1ljt+i+K818P2ethej4vtufAjIqJQ85otFGue8+f4jbd3/GYq3PEjIqLeceFnmYvbwGHB9nrYXhf7H6pY8xdKrp/jl08lIMIdv6Vw3uthez1sr8fF9lz4WebizR3Dgu31sL0u9j9UZ4dsGDt+NtvHYoJCOoEZnuO3KM57PWyvh+31uNieCz/LXDz+NyzYXg/b62L/Q3Wugun6OX6Av3jlVT0Xx3mvh+31sL0eF9tz4WeZMUZ7CJHF9nrYXhf7H6pzw/POOXI22W4/lknwqp5L4LzXw/Z62F6Pi+258LMsmXT7YgIuY3s9bK+L/Q81zB0/2+3Hs8m5hSwdivNeD9vrYXs9Lrbnws8yF4//DQu218P2utj/UHPn+A1h4We7/Th3/JbEea+H7fWwvR4X23PhZ1m5XNYeQmSxvR6218X+h+rs+I0N4VBP2+3HMknM1rjjtxjOez1sr4ft9bjYngs/y1qtlvYQIovt9bC9LvY/1EylARGgkLK/8LPdfjyT4H38lsB5r4ft9bC9Hhfbc+FnWSJh/wcNWhzb62F7Xex/qJmqh7F0ArGYWP9cttuPZZIo1jwnLypgG+e9HrbXw/Z6XGzPhZ9lmUxGewiRxfZ62F4X+x9qptIYyvl9gP32Y5kEmi2Dcr1p9fO4iPNeD9vrYXs9Lrbnws8yF4//DQu218P2utj/UDPVxlBu3g7Yb99ZwPJefofjvNfD9nrYXo+L7bnws8zF43/Dgu31sL0u9j/UTMXDeHY4h+TYbt+5QA2v7Hk4zns9bK+H7fW42J4LP8tiMSbWwvZ62F4X+x9qmDt+ttt3ngfv5Xc4zns9bK+H7fW42N69ETsml8tpDyGy2F4P2+ti/0MN8xw/2+2547c0zns9bK+H7fW42J4LP8uq1ar2ECKL7fWwvS72P9RM1Rvajp/t9mMZnuO3FM57PWyvh+31uNieCz/LPI+/ldXC9nrYXhf7H9RsGRRrwzvHz3b7zvOY4Y7fYTjv9bC9HrbX42J7Lvwsc/H437Bgez1sr4v9Dyq2F0hhO8dvljt+h+G818P2ethej4vt3RuxY1w8/jcs2F4P2+ti/4Om2xdBCcs5fulEDKl4bO550UGc93rYXg/b63GxPRd+ltVqNe0hRBbb62F7Xex/0FSlDgCYGNLCz3Z7EcF4Nsmrei6C814P2+thez0utufCz7JGg9+ctbC9HrbXxf4HdXbGVuWGs/AbRvtVuSR3/BbBea+H7fWwvR4X23PhZ5mIaA8hstheD9vrYv+Dpsr+N+Zh7fgNo/1ENjn3vOggzns9bK+H7fW42J4LP8sKhYL2ECKL7fWwvS72P2hux29IC79htF+V5Y7fYjjv9bC9HrbX42J7Lvwsc/H437Bgez1sr4v9Dxr2xV2G0Z47fovjvNfD9nrYXo+L7bnws6xer2sPIbLYXg/b62L/g6YrDWSSMWSS8aF8vmG0n8jx4i6L4bzXw/Z62F6Pi+258CMiotCaKteHdn7fsExkk5itefCaLe2hEBGRQ7jws8zF43/Dgu31sL0u9j9outLAqmxqaJ9vWOf4AcBM++b05OO818P2ethej4vtufCzzMVt4LBgez1sr4v9D5quNIa64zesQz0B8AIvC3De62F7PWyvx8X2XPhZ5uKkCAu218P2utj/oKlyY26hNAzDaN/ZwZwq8+s8H+e9HrbXw/Z6XGzPhR8REYXWzJB3/Iahc4VS7vgREVEvhrbwE5E1IvJ1ESmJyA4ReeESj3uziNwoIrMicreIvHlYY7Qhn89rDyGy2F4P2+ti/4OmhrzwG0b7CS78FsV5r4ft9bC9HhfbJ4b4uT4OoA5gI4AzAXxXRK4zxty04HEC4CUArgdwPIAfish9xpgvDnGsgfE8nnyvhe31sL0u9vfVvRbK9ebQbt4ODKf9Kp7jtyjOez1sr4ft9bjYfig7fiKSB/BsAO80xhSNMVcB+BaAFy98rDHmA8aY3xpjPGPMbQC+CeDcYYzTBhdv7hgWbK+H7XWxv6+zMBrmOX7DuoE7AN7EfQHOez1sr4ft9bjYfliHep4EwDPGbJ/3uusAnLbcO4mIADgPwMJdQSIiomXNLfxCdo5fMh5DPhXnjh8REfVkWId6FgDMLHjdNICxFd7v3fAXp/+52BtF5FUAXgUAW7ZsQbVaRb1en7vKTj6fh+d5cyvyfD6PVquFSqUCAMjlcgCAcrkMAMhms4jFYiiVSgCAdDqNRCIx93IqlUIqlUKxWJx7OZ1Oo1gswhiDZDKJdDqNcrmMVquFRCKBRCKB/fv3o9VqIRaLIZfLoVqtwvO8uZdrtRoajQZEBIVCAbVabe45FAqFkXtOmUxm7uVRfk61Wg2Tk5Ohek6ufJ1qtRpKpVKonpNLXycAmJycDNVz6ufrtOOBvf6Y4aFSqQzlOdVqNezbt8/63BvLJLBvtjL3dXb56xTU3Gs2m6hWq6F6Tq58nRKJxCFzMQzPyZWvU+dnnTA9J1e+TrVaDZVKZeSe03LEGLPsA4IgImcBuNoYk5v3ujcBuMAYc9ES7/N6AG8CcJ4x5v6VPsfZZ59ttm3bFtSQA1MqlZw8+TMM2F4P2+tif99Pbt2Nl1+6Dd943bk486hVQ/mcw2r/tP93JTavyuJTLz3b+udyBee9HrbXw/Z6RrW9iFxjjFn0m8OwDvXcDiAhIifOe90ZWOIQThF5OYC3Ariwm0XfKOus+Gn42F4P2+tif1/nHLhhHuo5rPYT2QSmK+7dQ8omzns9bK+H7fW42H4oCz9jTAnA5QDeIyJ5ETkXwDMAXLbwsSLyIgD/AODJxpi7hjE+IiIKn845cMO8quewrMqmeI4fERH1ZJg3cH8tgCyAPQC+AOBiY8xNInKeiBTnPe69ANYC+I2IFNt//m2I4wxU59heGj6218P2utjf19nxGx/iwm9Y7SeySV7VcwHOez1sr4ft9bjYfmj38TPG7AfwzEVefyX8i790Xj5uWGMiIqLwmq40MJZJIB4T7aEEblUuiSnu+BERUQ+GueMXSZ2r+NDwsb0ettfF/r6pcn3uZufDMqz2E7kk6l4LlXpzKJ/PBZz3etheD9vrcbE9F35ERBRKB8oNrMmltIdhxer28zpQ5gVeiIioO1z4WZbNZrWHEFlsr4ftdbG/70C5jlVDXvgNq31n4be/xIVfB+e9HrbXw/Z6XGzPhZ9lK91Ikexhez1sr4v9fQfKdazJD3fhN6z2q9uHsPICLwdx3uthez1sr8fF9u6N2DGlUkl7CJHF9nrYXhf7+w6UGkM/x29Y7TsL2v081HMO570ettfD9npcbM+FHxERhU7da6FY80J7jl/nENYpLvyIiKhLXPhZlk6ntYcQWWyvh+11sf/BBdGqIR/qOaz2nZ1MnuN3EOe9HrbXw/Z6XGzPhZ9licTQbpVIC7C9HrbXxf7+FT0BDH3Hb1jtk/EYxjIJnuM3D+e9HrbXw/Z6XGzPhZ9lLh7/GxZsr4ftdbH/wZ2w1SE9xw/wz/Pj7RwO4rzXw/Z62F6Pi+258CMiotDpHOq5esiHeg7TqlyKh3oSEVHXuPCzLJUK7w8do47t9bC9LvY/eLXL1UM+1HOY7dfkkjzUcx7Oez1sr4ft9bjYngs/y1ycFGHB9nrYXhf7H7y/3bBv5zDM9qu543cIzns9bK+H7fW42J4LP8uKxaL2ECKL7fWwvS7298/xy6XiyCTjQ/28w2y/Op/i7Rzm4bzXw/Z62F6Pi+258CMiotA5UKoP/TDPYVudS6JUb6LmNbWHQkREDuDCzzIXt4HDgu31sL0u9gcOlOtYnR/uYZ7AkA/1zHdu4s7z/ADOe01sr4ft9bjYngs/y1y8uWNYsL0ettfF/sD+ckNlx2+Y7TvPj+f5+Tjv9bC9HrbX42J7Lvwsc/H437Bgez1sr4v9/ds5aCz8htm+c+Ea3svPx3mvh+31sL0eF9tz4WeZMUZ7CJHF9nrYXhf7+7tgaxTu4TfM9p3nd6DEQz0BzntNbK+H7fW42J4LP8uSyeGfY0I+ttfD9rqi3r/RbGG26g39Vg7AcNt3djS54+eL+rzXxPZ62F6Pi+258LPMxeN/w4Lt9bC9rqj371zsJOzn+HUWtjzHzxf1ea+J7fWwvR4X23PhZ1m5XNYeQmSxvR621xX1/vtKNQDAusLwvykPs306EcdYJsGFX1vU570mttfD9npcbM+Fn2WtVkt7CJHF9nrYXlfU++8r+guhtYXh7/gNu/26QhqTxdpQP+eoivq818T2ethej4vtufCzLJFIaA8hstheD9vrinr/zkJoncLCb9jt1+ZTcwvdqIv6vNfE9nrYXo+L7bnwsyyTyWgPIbLYXg/b64p6/7kdv/zwD/Ucdvt1hfTcoa1RF/V5r4nt9bC9Hhfbc+FnmYvH/4YF2+the11R7z9ZrCERE0xkh3/FtWG3X1tIYZI7fgA47zWxvR621+Niey78LHPx+N+wYHs9bK8r6v33Ff17+MViMvTPPez2awtpHCjX4TWj/TUHOO81sb0ettfjYnsu/CyLxZhYC9vrYXtdUe+/r1TDWoUregLDb7+ukIIxwIEyb+Ie9Xmvie31sL0eF9u7N2LH5HI57SFEFtvrYXtdUe8/WayrXNgFGH77znmMPM+P814T2+thez0utufCz7Jqtao9hMhiez1sryvq/feValib11n4Dbt9Z4HLK3ty3mtiez1sr8fF9lz4WeZ5nvYQIovt9bC9rqj331esqx3qOez2nefJe/lx3mtiez1sr8fF9lz4Webi8b9hwfZ62F5XlPuX6x7K9SbWRegcPwC8sieiPe+1sb0ettfjYnv3RuwYF4//DQu218P2uqLcf+4efhE5x288k0QiJtjHHb9Iz3ttbK+H7fW42J4LP8tqNX4z1sL2etheV5T7dw551Lq4y7Dbx2KCtYUUz/FDtOe9NrbXw/Z6XGzPhZ9ljQYvsa2F7fWwva4o95/b8cvrHOqp0X5tPs2reiLa814b2+thez0utufCzzKR4d9AmHxsr4ftdUW5f2cBpHWop0b7tYUUz/FDtOe9NrbXw/Z6XGzPhZ9lhUJBewiRxfZ62F5XlPtPKu/4abRfV0jzqp6I9rzXxvZ62F6Pi+258LPMxeN/w4Lt9bC9rij3nyzWkE/FkU3FVT6/Rvu1+RQmizUYY4b+uUdJlOe9NrbXw/Z6XGzPhZ9l9ToPv9HC9nrYXleU+++ZrWHDeEbt82u03zCeRrXRQrHm3j2lghTlea+N7fWwvR4X23PhR0REobFnpooNYzqHeWrZ2F7o7p5x77fPREQ0PFz4Webi8b9hwfZ62F5XlPvvnqnNLYQ0aLTfMOY/3z0z1aF/7lES5Xmvje31sL0eF9tz4WeZi9vAYcH2etheV1T7G2OwZ7aKjeN6O34a7TvPd/dstBd+UZ33o4Dt9bC9Hhfbc+FnmYuTIizYXg/b64pq/5mqh2qjpbrjp3OOX2fHL9qHekZ13o8CttfD9npcbM+FHxERhULnUEfNi7toKKQTyKfiPMePiIiWxYWfZfl8XnsIkcX2etheV1T7dxY+mhd30Wq/cTwT+UM9ozrvRwHb62F7PS6258LPMs+L9uW1NbG9HrbXFdX+e9oLH81DPbXabxhPR/7iLlGd96OA7fWwvR4X23PhZ5mLN3cMC7bXw/a6otp/FHb8tNpvHM9E/lDPqM77UcD2ethej4vtufAjIqJQ2D1TxVg6gXw6oT2UodswlsbumSqMMdpDISKiEcWFn2UuHv8bFmyvh+11RbX/ntkqNijeygHQPcev5rUwU3Xv0KOgRHXejwK218P2elxsz4WfZa1WS3sIkcX2etheV1T7a9+8HdBrf/CWDtE9zy+q834UsL0ettfjYnsu/CyrVCraQ4gsttfD9rqi2t+/ebvuwk+r/cb2eY1RPs8vqvN+FLC9HrbX42J7LvyIiMh5xhjsnqmpH+qppbPg3R3hHT8iIloeF36W5XI57SFEFtvrYXtdUew/VW6g7rWwYUx3x0+rfWfh92CEF35RnPejgu31sL0eF9tz4UdERM7bOeUfcrN5VVZ5JDqyqThW55JzHYiIiBbiws+ycrmsPYTIYns9bK8riv3vP+AveLas1l34abbfvDqLnQeiu/CL4rwfFWyvh+31uNieCz8iInJeZ6drU0R3/AB/t3MXd/yIiGgJXPhZls1G94cQbWyvh+11RbH/zgMVZJP+4Y6aNNtvXpXDzqlKZG/iHsV5PyrYXg/b63GxPRd+lsViTKyF7fWwva4o9t85Vcbm1VmIiOo4NNtvXp1Fud7EVLmhNgZNUZz3o4Lt9bC9Hhfbuzdix5RKJe0hRBbb62F7XVHsv3OqMhIXdtFs33n+Ub3ASxTn/ahgez1sr8fF9lz4ERGR83YeqGCz8oVdtHUubHN/hC/wQkRES+PCz7J0Opo3Ex4FbK+H7XVFrX+57uFAuTESO36a7aO+4xe1eT9K2F4P2+txsT0XfpYlEgntIUQW2+the11R679zRG7lAOi2X5VLIpuMR/aWDlGb96OE7fWwvR4X23PhZ5mLx/+GBdvrYXtdUet//wjdvF2zvYj49/Kbcu/eUkGI2rwfJWyvh+31uNieCz8iInJaZ4cr6uf4Af7iN6qHehIR0fK48LMslUppDyGy2F4P2+uKWv+dUxUkYoINYxntoai337I6G9lDPbXbRxnb62F7PS6258LPMhcnRViwvR621xW1/jv2lXDUmhziMd17+AH67Y9Zm8OBcgPTEbyXn3b7KGN7PWyvx8X2XPhZViwWtYcQWWyvh+11Ra3/XXtL2Lourz0MAPrtj1tXAADcNRmtOQDot48yttfD9npcbM+FHxEROavVMrhnXwnHjcjCT9vW9X6Huyfdu+gAERHZxYWfZS5uA4cF2+the11R6v/ATBXVRgvHrR+NhZ92+6NW+4e8RnHhp90+ytheD9vrcbE9F36WuXhzx7Bgez1srytK/e/e6y9wtrYPcdSm3T6ViOGo1VnctTd6Cz/t9lHG9nrYXo+L7d2786BjisWikxMjDNheD9vr0ux/x55ZfOwnd+A39xzAvlINp22awLMfvgXPf+RRiFm4+ErnXLatI7LjNwpzf+v6Au6yuON364Mz+OhP7sCv796PWqOJEzeO4cWPPgYXnbFJ9QI7o9A+qtheD9vrcbE9d/wsM8ZoDyGy2F4P2+vS6G+Mwcd/egee8qGf40c378YjjlmN5z/yaFTqTbz96zfguZ/8JSaLtcA/7117S8in4tgwNhrffEdh7h+3Lo+7J4totYIdS+dr/PSPXIWr75jE405Yh2ecuRmz1Qb+8kvX4rn/9gvsma0G+jl7HR/pYHs9bK/Hxfbc8bMsmUxqDyGy2F4P2+sadv9Wy+AtX7seX73mflx0xib83R+ehjV5/9wHYwwu/+1O/M03bsCL/uNX+PyfPQprC8Et0u6eLOG49XmI6N/KARiNuX/cujyqjRYenKli06pgbmpvjMGHfrQdH/nJHXj6w47E3z/jdKxuf41bLYOv/24n3vGNG/HMj12Nz//Zo3GswsV2RqF9VLG9HrbX42J77vhZ5toWcJiwvR621zXM/sYYvOc7N+Or19yPv7jwRHzk+WfOLfoAQETw7EdswSUvfSR27C/h1ZddA6/ZCuzz3zVZnLuFwSgYhbnfOew1yPP8vrLtfnzkJ3fgeWcfhY88/6y5RR8AxGL+1/grr3kMql4LL77kV9gzM/ydv1FoH1Vsr4ft9bjYngs/y8rlsvYQIovt9bC9rmH2v+x/d+DSX9yDVzzuOPzVk05ccuftsSeswz8++2HYtuMAPvTj7YF87mqjiZ0HKiNzDz9gNOb+1oDv5Xf77ln87bduxGOPX4t/+KOHLnmu5umbJ/CfL3sk9hXr+LPPbkPNawby+bs1Cu2jiu31sL0eF9tz4WdZqxXcb7apN2yvh+11Dav/tfdN4e+/czMuPHkD/ub3T1nxcMtnnLkZf3z2FvzrFXfid/ceGPjzb989i5YBTj5ibOCPFZRRmPsbx9OYyCZxywMzA3+sZsvgjV++DvlUAh9+3pkrXrzljKNW4UPPOxPX3T+N9333loE/fy9GoX1Usb0ettfjYnsu/CxLJHgapRa218P2uobRv1Tz8Odf+C02jGXwz398RtdX7Pzbi07DhrE03vnNG9Ec8OIjN+70Fzanb54Y6OMEaRTmvojg9M3jc30G8flf7cANO6fxrj88DRvGM129z1NPOwKvevxWfPaXO/DDmx4ceAzdGoX2UcX2ethej4vtufCzLJPp7hslBY/t9bC9rmH0/6cf3Ib7D1TwoeediVW57m9iW0gn8I4/OBU37pzB53+1Y6Ax3LhrGuOZBLasDuYCJkEYlbl/+qYJ3PbgLBoDnE+5r1jDB35wG849YS0uetiRPb3vm5/6EJx65Dje/vUbcaBU73sMvRiV9lHE9nrYXo+L7bnws8zF43/Dgu31sL0u2/1/ddc+XPqLe/DSxxyLc45b0/P7P/1hR+JRx63B//uf21Gue32P46ZdMzht08TIXNETGJ25f+qmcdSbLdy+u//z/P71ijtRqnn4uz88refGyXgMH3zuGZgq1/Gub93U9xh6MSrto4jt9bC9Hhfbc+FnmYvH/4YF2+the102+1fqTbzla9fj6DU5vOX3HtLXxxARvOX3HoLJYh2X/uKevj5Go9nCLQ/M4PTN4329vy2jMvc7h7/euGu6r/d/YLqCy/53B/7o4Vtwwob+zqE8ddM4/uLCE/Gt63bh+zfaP+RzVNpHEdvrYXs9Lrbnws+yWIyJtbC9HrbXZbP/P/3gNuzYV8Y/PvthyKX6P7/hEceswRMesh6f/NldmKk2en7/O/cWUfdaI3V+HzA6c/+4tXnkU3HctLO/hd/HfnIHjDF4w4UnDjSOiy84HqdvHsc7vnED9ls+5HNU2kcR2+thez0utndvxI7J5XLaQ4gsttfD9rps9d92z3785y/uxosffQwec/zagT/em57yEExXGvjUlXf3/L43tS9cctqm0drxG5W5H4sJTjlyHDft6v0CL/fuK+NLv7kPz3/k0ThqzWDPp3PI53Slgb/7tt1DPkelfRSxvR621+Niey78LKtWh38TW/KxvR6212Wjf7XRxFu+ej02TWTx1qedHMjHPH3zBH7/oUfg01fe1fNu0LX3TSGfio/UzduB0Zr7p2+ewI27pnu+n96H/2c74jHB6594QiDjOPmIcbzuCSfgm9fuwo9u3h3Ix1zMKLWPGrbXw/Z6XGzPhZ9lntf/hQtoMGyvh+112ej/ge/fhrsmS/jHZz8M+XRwl7B+45NPQqXRxCeuuKOn97v6jkk8auvaFe8rN2yjNPcfe/xaVBst/O7eqa7f5449s/jG73biJY85Bhu7vH1DN157wQk4+Ygx/M3Xb8B0pfdDe7sxSu2jhu31sL0eF9tz4WeZi8f/hgXb62F7XUH3/8Udk7jk6rvx0sccg8eduC7Qj33ChjE866wt+Owvd2D3THe/Pd05VcFdkyWce0KwYwnCKM39Rx/vL4yvun2y6/f5lx9tRzYZx8UXBLPb15FKxPBPzzkD+0p1vO+7Nwf6sTtGqX3UsL0ettfjYnv37jzoGBeP/w0LttfD9sGYLNZw1e2TuGbHAdw9WcJstYFYTHDEeAanb57AY49fizOPWnXYpfaD7D9daeCvv3Idtq7P461POyWwjzvfXz7pRHzrup346E9ux3uf+dAVH3/V7XsBAOcFvAgNwijN/fFMEmdsmcBVd0zir5+68hVYb7h/Gv99w4P4iwtPxJp89/dm7NZDt0zg1Y/fin+94k485dQj8KRTNwb68Re23zNbxRW37cU19xzAfQfKmK16SCdi2Lw6i1OOHMfjTliH0zaNj9TtQFw1SvM+athej4vtufCzrFarOXmDxzBgez1s3z9jDK7YvheX/XIHfrZ9L5otg7F0AlvX5zGRS8Fr38bge+3L4x+7NocXP+ZYvOCco+aushlk/7/71k3YPVvD1y5+LLKpeCAfc6Gj1uTw/EcejS/8+l686rzjcfTa5b+ZXnXHPmwYS+PEDaN1fh8wenP/cSesw8d+egemKw1MZJPLPvaDP7wNq3JJvPK846yN5w1POhFX3LYXb/na9fj+lvOwIcDDSWu1GtLpNH519378+8/vwhW37UHLAKtySWxdl8faQgrVRhPb7jmAb167CwBw3Lo8nv/Io/CiRx+DQoCHMEfNqM37KGF7PS62579yljUads5loJWxvR62711nwfeB79+GWx6YwYaxNF71+K142ulH4PRNE4gtOJftQKmO/7l1D770m3vx99+5GZ+44k689Wkn44/O2hxY/6//7n5c/rud+IsLT8SZR60K5GMu5fVPPAFf3nYfPvzj7fiX55255OOaLYNf3DGJ809aP5I7NaM29x934np85Cd34Jd3TuL3Tj9yycf9+u79+Nn2vXjb007GeGb5BeIg0ok4PvKCM/H0j16FN3zxWlz2inOQiAdzuNRNO6fwsS/fgl/cuQ/rCim85vzj8YdnbsJJG8YO+/9nz0wVP71tD752zU68/3u34hM/uxMvP/c4vPSxx664QKbDjdq8jxK21+Niey78LBvFH0yigu31sH1vbrh/Gu//nv8D6zFrc/jgc8/AH56xCanE0j8Qr86n8JxHbMFzHrEF2+7Zj/d+9xb89Veuw+d/tQNvvOAoPG7AoyBvuH8ab/3aDXj01jX484Cu7ricjeMZvOyxx+Lfr7wLr7ngeJy0cfGbhl9x2x7sK9Xx5IAPEwzKqM39s45ehXWFFL56zc4lF37GGHzwB7dhw1gaL3nMsdbHdMKGMbzvmQ/Fm75yHf7hv2/F31506kAfr1z38C8/3I5Lrr4bE9kk/vbpp+KFjzoameTSO9QbxjN43iOPxvMeeTSuvW8KH/vJ7fiXH23Hp6+6G69/wgl48WOOWfb96VCjNu+jhO31uNieCz/LCoXROxQpKthezyi2b7UM7t1fxi0PzOCWB2ex80AF05UGZtpXGBzPJjGRTWLL6ixO2zSO0zdP4MiJjNV/2O/bX8YHf3gbvnntLqzJp/B3f3gaXnDO0csu+BZz9rFrcPnFj8XXfns//u/3bsVLLrsBLz+3iL968kl9XYFzx74SXv6Z32BdIY2Pv/DhSAa0I7OS15x/PD7/q3vxnm/fjMtecc6i7T/3q3uxfiwd+PlhQRm1uZ+Mx/DHZx+Ff/vZndg1VcGmVdnDHvPfNzyIX9+zH3//jNOsHc670LMfsQU37JzGJVffjS2rs3j54/o7vPTn2/fi7V+/AfcfqOB5j9iMt//BaZjI9bZjd+ZRq/Cplz4SN+6cxgd+cBve99+34NJf3IO/fupJeMYZmw/bLQxSqebhlgdmcOPOady+p4ipcgPTlQbKdQ+FjP9v0tp8Cg85YgwnHzGGhxwxNndI9ygZtXkfJWyvx8X2Q/vXQ0TWAPg0gKcAmATwNmPM5xd5nAD4vwBe2X7VpwC81RhjhjXWIHXOOaDhY/vhazRbmK40sH9qBtlcHoB/gYlCJqFy2f3dM1Vcefskfr59L666Y3LuXnExAY4Yz8wt9gDg/gNl3LSrgd0zVbTa/9ocOZHB+SetxwUPWY9zT1iHsYAOgds7W8PHfnI7Pv/rexETweuecDxeff7xAx1iF4sJnnv2UXjKaUfgvd+6Hp+66m5878YH8d5nnY4nPGRD1x9nx74SXvSpX8FrtvD5Vz4KawvD+39odT6Ft/zeQ/DOb96Er/12J57ziC2HvP2+/WX89LY9eP0TThjaYrRXo/jvzgvOORqf+Nmd+OKv78Ubn3LoRV6mynW861s34qGbJ/CCc44e6rje8Qen4MHpKt7znZuRTMTw4kcf0/X77p2t4b3fvRnfvHYXtq7P40uvejROWZfEeI+LvvlO3zyBz778HFx1+yTe/71b8Fdfug6fuvJuvO1ppwR2NVtjDO7cW8KPb9mNH9+8G7+998DcvzcT2STWFlJYlU0im4pjulzHvftK2DtbQ6nu34sxEROcdfQqPO6E9XjcietwxpaJwA6V7eU5zFQ91LwmGk2DZtOgWSvjyPUJpBMxJ3dBXDaK/+ZEhYvtZVjrKRH5AvzbR7wCwJkAvgvgscaYmxY87tUA3gjgQgAGwI8AfMQY82/Lffyzzz7bbNu2zcLIBzM5OYl160bvynNR4Hr7Sr2JPbNVzFQ8FGseynVv7geEmAD5dAIT7YXLRDaJXCo+lG+41UYTd+4t4o49Rdy+u4jb98zinsky9sxWcaC89PHuq3JJHLU6h6PX5HDM2hxO3FjAiRvGcMKGQmCHVFUbTfzmnv34+fa9uPL2Sdz64CwAYF0hhfNOXI9HHbcGp24ax0kbx5b8nOW6h1semMVNu6bxyzv34arbJzFb85CMCx69dS2efOpGPOmUjYvunKzkzr1FXPbLHfjytvtQ81p43iOPwl888UQcMRHsyeGTk5O4uxjD2y6/AXfsKeKiMzbh7b9/Mo6cWH7M/3vXPrz2c79Fyxh89uXn4GFbVgU6rm60WgZ//MlfYvvuWVz+2nNxwrwLuLz5K9fha7+9H1f+nydicx/9h2FU/9350//8Na67fxrff8PBC6o0Wwav/dw1+PEte/Dt1z8Op24aH/q4al4TF//Xb/GTW/fgz847Dm9+6snL7ng3mi188Tf34Z++fyuqjRYuvuB4XHzB8cgk44G2b7UMvnXdLvzTD27DzqkKHrN1LV527rG48OQNPS+0Gs0Wtt1zAP9zy278+JbduGdfGQBw2qZxPPHkDTjzqFU4bdMENo6nF/03vNUy2DlVwc0PzODa+6Zw9R2TuGHnNIwBxjIJPPb4tXj8Sevx+BPX46g1AV7Rt9zArQ/O4Lbds7j1wVncsbuIB2Yq2D1TQ91rLfo+ybjgyIksNq/KYsvqLI5bn8fWdXlsXV/AMWtzSCfs7yg3WwZ7ZquYrjRQrHqYrXloNg06P+3mUnGMZ5IYzyYwlkliPJMY+uI5SKP6b04UjGp7EbnGGHP2om8bxsJPRPIADgA43Rizvf26ywDsNMa8dcFjfwHgUmPMv7dffgWAPzPGPHq5zxGWhZ8xBjWvhWqjiWqj/V9v3t/br695TSRiMaQSMSTjglQihlTcfzmbjCOTjCOXiiObiiOTiAdyqEpnbLNVfyFS7Py35qFYO/gPbKXeRMsYtAzQMgbGAKl4zB9LMo5se2yZZByFdAJjmc6fJMYyiYEXAdVGE9OVBu7ZtQfxTAHTlcbcn5mKt+DlBmaqDTSaLSTjMSTiMtd1IpvE6lwSq3MprMqlsDqXxKpcCmvyKazJH3x9rztZrZbBZKmG3dM1PDBdwe6ZKh6YrmL3TA27Z6rYPVPFgzNVzFZ7uzFoKhHDhrE0No5n5v67fsHLG8bSWJVLrrhANMZg90wNd0+WcM++Eu6ZLOHOvUXcvqeIe/eX0flnIx4THLs2h+PWFXDERBrrCmmsyadQq5SxanwMBsBs1W++r1jD/QcquG9/GffuL8Nrr2JjAhy9JocTN47hpI0FnLRxDCduGMPW9fll50KrZfDATBW3757FNTsO4Nd378e1902h5rWQisdw9rGr8fiT1uO8E9fhlCPG+/5/oNFs4bc7DuAnt+7Bj27ejbsmSwD8H9qedMpGPPb4tThl0/iSu3W7Z6r42fa9+PZ1u3Dl7ZNIxgVPf9gm/PkTT8DW9XYOE+n8u1Pzmvjkz+7Cx35yByDAH5+9BS8452iceuShl7C/a28R//7zu/DF39yH49blccnLHonj1uWtjK0b9+4r448+cTXSiTg+98pH4dh1eXxl231481evx2svOB5v+b2T1ca2klH9QWD77lk842NX46FbJvC5Vz4KLWPw7m/djC/8+l688+mn4hV9HmoZBK/Zwnu+czM++8sdOGljAW9+6sl4wkPWH/LD+HS5gW9cuxOXXH03duwr49Fb1+B9z3oojp/3/5CN9jWvict+uQOXXHU3dk1XsWkig+ecfRSedMoGnHrk+KILBq/Zwp17S7juvilcsX0Prtzu//IoFY/hMcevxZNO3YgLT97Q1y+POg6U6vjFnftw5e3+L7l2TlUA+Fcpfezxa3HGllU4ffMETtxYWHF3vFTzcMeeIm7bPYvbd89i++4ibntwFg/Ou6/meCaBhxwxhs2rsnPfW7KpOJKxGGIxweSBabQSaUxXGnhgqor7D5Rx34EK9s7W5j5GTIAtq3PYuj6P49qLwePb/11q0btQq2VwoFzHgzNV7Jqq4oHpCnZOVfDAVBW7pip4YNr//tlsdf+zrQiwNp/C+jH/e+Tc98tx/+9zrx9P97xwbbYMpisNHCjXMVWu40Cp83f/vwfKDf/15TpmKh5aC34mTydiyKcTyKcTGEsnUMgksCrr/yyyqv3zCeolHLtpA1bnkhjLJAc6uqbZMijVPZTaP+PN1g79e7HafrnuAcY/xy0mQEwEyXgM+XR8brz5lP/3QudP+2e9IBf/zZZBpdFEue6hWm+h3PBQrjdRqTdRrjdR85oQ+GMUEUh7rImYIJvyfxbNpRLt//p/7+VUi1H9934UFn5nAbjaGJOb97q/BnC+MeaiBY+dBvAUY8yv2i+fDeCnxpjFz/RvG8WF33eu34VvX7sTLQi8Zgtey6DRbMFr+v+tNlrtRd3BhV1tid+iDSqT9BeE2WQcmfYEn79AjImg2TJotgy8loHXaqFUa6LU+Z++5qFUb3b1j6kIEBdBrP0/mQhQ91ro9t/hVDw29w/EWCaBsXRnNwtA+39gAKh6LVTqHkq1JiqNJmarHmaqjSV/E9mRT8UxkU1ivP1nIptEMi5oNM3c16nmtTBdPvgPdL25+McU8Q/PWZNLYXU+hWwyjnjM/0els9A4pGGticlibW7R0xGPCTaOpbFhPIMjxjPYOO7/feN4BhPZpP+Paco/XNK0F9TF2qGL2P2lOvbMVLFn1l9A7pmtLbp4TMVj7QVhGmsLaQj8fzzr7cM09xXr2Feqodo4+JxTiRiOW5vHCRsLOHGDv1N34sYCjl2bX/QfyWq1uuwljhvNFu6ZLGH77iK2757F7Xv8HzbumSwdsiA8Zm0ea/Mp5NIJ5JJx1LwmijUPMxUP9+4vo9JozvU7bdM4HnnsGjzuhHV41NY11s6DuXNvET++2f/N/TU7Dh6mddSaLI5ancNYJoGW8Q+h27GvjD3tH3w2r8riBecchec98misH7N7aMjC/vcfKONjP7kDl/9uJ+peCxvG0njIEWNIxWPYsb+MO/YUEY8JXn7usfjLJ/V3XmDQbtw5jRf8+/+i3Gji+PV5bN9dxKO3rsF/veJRI/3b+ZXmvqbLf3s/3vjl67CukEJMBHtma3j1+VvxNkv3Z+zVj2/ejXd96ybsnKpgTT6Fk4/wd+YfnK7i1gdn0DLAw7ZM4A0XnognnrzhsIWCzfZes4Uf37IHl/3vPfjFnftgjP999fj1BWwY8xcEVa+JvbM13L6nOPd9aON4Gk94yAZc8JD1eNyJ663cMsIYg7smS3NHOvz67v0o1vx/++MxwfpCGhsnMliTSyLWblbzWpgs1rB3toZ97UPgAf/f+hPWF+bOJ+z8OWJ8+fOdl2o/W23g7skS7tpbwl2TJdy1t4i79pZw92Rp7t9vwN+FO3pNDuPZJPLtXwx7Lf97cs1rYX+pjsliHftLtcN+lkjFYzhiIoNNqzLYNJHFplVZHLkqgzW5FAoZfxGSnHej7XLdw0zVw2zV/+XvgXIDe2Zr2Dt78PvnZLG+6M87E9lkezGYRioRQ0w6P5MIvFZr7hfis+2PP1vzsNSP2YmYYFX7F8qrc/7PIrF5jQ38n51KtYO/ZO/8nLPUx+z8TNJZHI61T7OIi/8zSVzE//lz3oZCpdGcW9x1Dileif/cgZbx51/LoOvFdudnvPkLwkwy7v/cJJ2fn4C6Z1Dzmqh7LdSbLdQ9fy74izqvvbAL/mfmREwObpwk40gnYkgn2v9N+n9PxWOIxwT5lOADzz0r8DEMahQWfucB+Iox5oh5r/szAC8yxlyw4LFNAKcZY25tv3wigO0AYgvP8xORVwF4FQBs2bLlEbfffjvq9Trqdf8fsXw+D8/zUKvV5l5utVqoVPzfjHVuvFgu+4ddZLNZxGIxlEr+b/TT6TQSicTcy6lUCqlUCsVice7ldDqNYrEIYwySySTS6TTK5TJarRa+cu0efPm3DyARjyEREyTignQiAYFBIgZkknHkM0kkY0AyBmQSMYzlMkiIQUIM0okYJgpZxNFCAi2kkzFMFPJIioG0PHgtg0Q6g1rDw2ypCq/VAuIp1LwmpotVVL0mPMRR81qYKddQbTRRbwlqTYNSpY5Ko4Va06DqtdBstvx/HGKCZCKOmGkhm2rvyGVTSMcMsskYCpkkVuczSEoTuWQMhXQCayfySKKJTNw/7GT1eAH1eh2NRgMigkKhgGq1ilKlhqrXQjyVwUy5hplyFaVaE54kMVWuYapURaneRK0Vw2zVw1SphmKtiYrn/0an2Wr5/xK2/2FMxoBs0v+NUi6dQDpm/M+fT2NNPg1TL2PdeA5rxrJYN55DvFlDIRVDNpM+5OuUSCSQyWTmXo7FYsjlcqhWq/A8z/8tUTKDPVNFTM5WMV31UDUJ7J0uY1+xhqlKA8UGsK/oN262DIzE4DVbaLVa/mEl2RRyqTjScWBdPonNa/LYOJ7GRNJgQyGFTWvHkUzEA5t7nee0b3oWe2drmCx5mG0Idh4oYc9MFZOlBg5U/EWoMQbxmCCdTGAsHcdEJo7V2QSO3ziBLRNJHFlIYMNYCuNjha7/fyqVSli3bl3P/z9JPIlb7p/EnXvLuOdADTsO1LC/VEOp5qHqmfaOsSCfimPzRAYnHTmOLeNJnLgug7FMErlcDrVa7ZC5V6vV5v5NKBQKgf4bUW7GcOueMq6/dz9u21PC3lL7G6cxGEvHsXl1Fg/dvAqnb0jjxPXZua9bt3Ov83Kvz2l6ehqJROKw5zRd8XDlPUX8ZscUduwrou4ZbFmdxVlHr8KTTxjHukIqsLkXxHO6b98sPrftQdyxr4pzt67GM05bg0I6MfR/y3t5TlNTUygUCtbnXr/P6fvX78R3b9qDmmfwksccg7OOzMAYE9jcG/Q5GYnhhzfsxM/uOIB7Dvg/5I+nYzj9yAIuPHk9zjp23ZJfp1qthrVr1wb+/9PC5zQ5W8XPbtuNmx4sYed0HZOlOmqNJpJxwbpCBidtKOC41UmctCGHUzatQjKZHOr/T7lcHrc/OIXr75/CXfsqOFA1eGCqgqlK+xznWByJGLA6m8DafBJb1uRx/LocjhpPYPNEGmOFfM9zr9Or2+eUSqWxY+8U7p4s496pGnbNeNixr4hizUOl0UK9CcTEIC6CVFywbjyL1Zk4JjIxrM4lcdS6cazPxbEmK1iTS2Ks0P33p26eUzyRRMkDduyZwmSxgalaC/srTezaX8JkqY4DZQ9NI/Ca/hFOBv6OV679/amQTmAin0Y+KRhPx7Aqm8TGVQXkEgb5pH/qwxFrJg6Za93+/1QqlzFbbaKGBKYrDdz74D7UkEDZE0xXPUzOVDBd9VCst1CsNeF5TTTbYzTG75pOxJBNJZBLJZCQFvKpOMaySUzk0khJC7lkDGPZFFYXMkgYz/95L5PAuokxxE0DYlqHzb2mAWLJDA4UK5hu/zyHeApTpSqmy/55qnUT94+0ar9cbQpmqw1U2qeytCBoGQPPayKZiCGTjCOViCMO/0ieTMpfyCfQ8n/+yyQxlk0h1vL8n1GzKYznMxCvjkwihlwmiWQyhUq1gmazhVgsjmQqhWK54u8SegYtSWC6XEWp6qHqtdAwMRSrdZRqnn8OK2Ko1D1U6x5qzRa8lrR/1mthLBXDl1/9aNW1xmL/Rqxdu1Z94bfYjt+bAFywxI7fk40xv26//AgAV7i44weM7jZwFLC9HrbXxf562F4P2+thez1sr2dU2y+34zes42W2A0i0d+86zgBw0yKPvan9tpUeR0RERERERF0YysLPGFMCcDmA94hIXkTOBfAMAJct8vDPAnijiGwWkU0A3gTg0mGM04Z8Xu8CCVHH9nrYXhf762F7PWyvh+31sL0eF9sP8wz51wLIAtgD4AsALjbG3CQi54lIcd7jPgng2wBuAHAj/Ns+fHKI4wyU5/V2ZUYKDtvrYXtd7K+H7fWwvR6218P2elxsP7SFnzFmvzHmmcaYvDHm6M7N240xVxpjCvMeZ4wxbzHGrGn/eYurN28HMHeyJw0f2+the13sr4ft9bC9HrbXw/Z6XGw/utfEJiIiIiIiokBw4WeZi8f/hgXb62F7Xeyvh+31sL0ettfD9npcbM+Fn2Wtlp0bstPK2F4P2+tifz1sr4ft9bC9HrbX42J7Lvws69zAkYaP7fWwvS7218P2etheD9vrYXs9Lrbnwo+IiIiIiCjkuPCzLJfLaQ8hstheD9vrYn89bK+H7fWwvR621+Niey78iIiIiIiIQo4LP8vK5bL2ECKL7fWwvS7218P2etheD9vrYXs9Lrbnwo+IiIiIiCjkuPCzLJvNag8hstheD9vrYn89bK+H7fWwvR621+Niey78LIvFmFgL2+the13sr4ft9bC9HrbXw/Z6XGzv3ogdUyqVtIcQWWyvh+11sb8ettfD9nrYXg/b63GxPRd+REREREREIceFn2XpdFp7CJHF9nrYXhf762F7PWyvh+31sL0eF9tz4WdZIpHQHkJksb0ettfF/nrYXg/b62F7PWyvx8X2XPhZ5uLxv2HB9nrYXhf762F7PWyvh+31sL0eF9tz4UdERERERBRyXPhZlkqltIcQWWyvh+11sb8ettfD9nrYXg/b63GxPRd+lrk4KcKC7fWwvS7218P2etheD9vrYXs9LrYXY4z2GAIhInsB7NAexyLWAZjUHkREsb0ettfF/nrYXg/b62F7PWyvZ1TbH2OMWb/YG0Kz8BtVIrLNGHO29jiiiO31sL0u9tfD9nrYXg/b62F7PS6256GeREREREREIceFHxERERERUchx4Wffv2sPIMLYXg/b62J/PWyvh+31sL0ettfjXHue40dERERERBRy3PEjIiIiIiIKOS78iIiIiIiIQo4LvwGJyOtFZJuI1ETk0kXefqGI3CoiZRH5qYgcs8zHOrb9mHL7fZ5kdfAhIyLFBX+aIvLRJR77svbb5z/+guGOODxE5AoRqc5redsyjxUR+UcR2df+848iIsMcb1iISFpEPi0iO0RkVkSuFZGnLfN4zvsBicgaEfm6iJTa3V+4xOM4zwPUy1znPA9et//Gc94Hjz/bDM9yP9OH5ed5LvwGtwvAewFcsvANIrIOwOUA3glgDYBtAL60zMf6AoDfAVgL4G8AfFVEFr0BIx3OGFPo/AFwBIAKgK8s8y6/nP8+xpgrhjLQ8Hr9vJYPWeZxrwLwTABnAHgYgIsAvHoI4wujBID7AJwPYALAOwB8WUSOXeZ9OO8H83EAdQAbAbwIwCdE5LRFHsd5Hqxe5zrnefC6+Tee8z5g/NlmqBb9mT5MP89z4TcgY8zlxphvANi3yJv/CMBNxpivGGOqAN4N4AwROXnhA0XkJAAPB/AuY0zFGPM1ADcAeLa1wYfbswHsAXCl9kDoMC8F8M/GmPuNMTsB/DOAl+kOyU3GmJIx5t3GmHuMMS1jzHcA3A3gEdpjCyMRycP/t+WdxpiiMeYqAN8C8OJFHs55HiDOdWdw3tvFn20sWuZn+tD8PM+Fn12nAbiu84IxpgTgzvbrF3vsXcaY2Xmvu26Jx9LKXgrgs2b5y9aeJSKTIrJdRN4pIolhDS6k3t/uefUKh5Yc8v8FOM8DIyIbAZwE4KZlHsZ537+TAHjGmO3zXrfU/OU8t6iLuc55Hrxu/o3nvLeLP9voCM3P81z42VUAML3gddMAxgZ8LC2jfdz1+QA+s8zDfg7gdAAb4P8W5gUA3mx/dKH1fwBsBbAZ/n1tvi0ixy/x2IVzfRpAgeeBDEZEkgA+B+Azxphbl3gY5/1gCgBmFryu23/TOc8D0sVc5zwPXrf/xnPeW8KfbVSF5ud5LvyW0T6Z2Szx56ouPkQRwPiC140DmB3wsZHT49fixQCuMsbcvdTHM8bcZYy5u33I0A0A3gPgOTafg6u6aW+M+ZUxZtYYUzPGfAbA1QB+f4kPuXCujwMorvAbzEjqdt6LSAzAZfDPPXv9Uh+P835gg/ybznkegG7mOud58Hr4N57z3h7+bKMnND/Pc+G3DGPMBcYYWeLP47r4EDfBP8EZwNz5Icdj8UNTbgKwVUTm/0bgjCUeGzk9fi1eguV/I7bopwDA30guos//D5brecj/F+A8X1I37du/Sf80/IuNPNsY0+jlU4DzvhfbASRE5MR5r1tq/nKeB2yAuc55HrylmnLe28OfbfSE5ud5LvwGJCIJEckAiAOIi0hm3vHUXwdwuog8u/2YvwVw/WKHprTPGbkWwLvaH+NZ8K+I9bWhPJGQEJHHwj8UZbkrXkFEntY+RwTtk3PfCeCb9kcYPiKySkSe2pn7IvIiAI8H8P0l3uWzAN4oIptFZBOANwG4dEjDDaNPADgFwEXGmMpyD+S8H0z7vI7LAbxHRPIici6AZ8DfgVqI8zx4Xc11zvNg9fhvPOe9BfzZZjiW+Zk+PD/PG2P4Z4A/8K/sYxb8efe8tz8JwK3wL797BYBj573t3wD827yXj20/pgLgNgBP0n5+rv0B8EkAly3y+qPhb78f3X75gwB2AygBuAv+4RBJ7fG7+AfAegC/gX8YwxSA/wXw5HlvPw/+oT6dlwXABwDsb//5AADRfh4u/gFwTPvfnGp7fnf+vKj9ds774JuvAfCNdsN7Abyw/XrOc7vdl5zrnOfW2y/5bzzn/dC+BvzZZjid340lfqZHSH6el/YAiYiIiIiIKKR4qCcREREREVHIceFHREREREQUclz4ERERERERhRwXfkRERERERCHHhR8REREREVHIceFHREREREQUclz4ERER9UhEjhUR0765b1Af81QR2SYiEsDH+mcRuTiIcRERUThw4UdERE4SkXtEpCIisyIyJSK/EJHXiIir39v+HsAHTfsGu+3n96T5DxCRl4nIVV18rA8CeLuIpCyMk4iIHOTqN0ciIiIAuMgYMwbgGAD/F8D/AfBp3SEtb7FdQhE5EsATAHwjiM9hjHkAwK0A/jCIj0dERO7jwo+IiJxnjJk2xnwLwPMAvFRETgcAEZkQkc+KyF4R2SEi7+jsCLZ3z64WkY+JyLSI3CoiF3Y+pohcISLvF5Ffi8iMiHxTRNYs9vnbn+fTIvKAiOwUkfeKSHzB5/mQiOwD8O5FPsSTAfzWGFPt9jmLyPNEpDjvT01Erpj3kCsA/EG3H4+IiMKNCz8iIgoNY8yvAdwP4Lz2qz4KYALAVgDnA3gJgD+d9y6PAnAngHUA3gXg8gWLu5cAeDmAIwF4AD6yxKe+tP32EwCcBeApAF654PPcBWAjgPct8v4PBXBbF09xjjHmS8aYgjGmAGBT++N/Yd5DbgFwRi8fk4iIwosLPyIiCptdANa0d9yeD+BtxphZY8w9AP4ZwIvnPXYPgA8bYxrGmC/BX3zN3yW7zBhzozGmBOCdAP64s5PXISIbAfw+gL80xpSMMXsAfKj9uefGZIz5qDHGM8ZUFhnzKgCzi7z+G+3zF6dEZArAvy58QHsH8/MArjDGfHLem2bbH5eIiAiBXY2MiIhoRGwGsB/+Ll4SwI55b9vRfnvHzs7FVOa9fdO8l+9b8LZk++POd0z79Q/MuyBnbMH73oflHQAwtsjrn2mM+XHnBRF5GQ7dSQT8HcQxAH+x4PVjAKZW+LxERBQR3PEjIqLQEJFHwl/YXQVgEkAD/sKs42gAO+e9vHnB7ROOhr9j2HHUgrc12h93vvsA1ACsM8asav8ZN8acNu8xBsu7HsBJKzzmMCLyfAAvAPAcY0xjwZtPAXBdrx+TiIjCiQs/IiJynoiMi8jTAXwRwH8ZY24wxjQBfBnA+0RkTESOAfBGAP817103APgLEUmKyHPhL5b+e97b/6R9f70cgPcA+Gr7485pX0HzhwD+uT2OmIgcLyLn9/AUfgTg4SKS6eE5nwX/HMZnGmP2LvKQ8wF8r4cxEBFRiHHhR0RELvu2iMzC33X7GwD/gkMv3vLnAErwL3xyFfxz4S6Z9/ZfATgR/i7e++DvnO2b9/bL4F+45UEAGRx+OGXHSwCkANwM/7DNr8K/IExXjDG7AfwEwDO6fZ/2Y1cDuGrelT2/B8zdHuJUBHR7CCIicp8cemoDERFRNHTOlzPGPG6Jt18Bf/fwU0Maz6kAPgPgHDPgN2cR+WcAdxpjDrsYDBERRRMv7kJERDQCjDE3A3hkQB/rTUF8HCIiCg8e6klERERERBRyPNSTiIiIiIgo5LjjR0REREREFHJc+BEREREREYUcF35EREREREQhx4UfERERERFRyHHhR0REREREFHJc+BEREREREYXc/wecguPC0EvFMAAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<Figure size 1080x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    " # Plot the ambiguity function\n",
    "\n",
    "plt.plot(doppler_frequency,  ambiguity[:, round(len(time_delay) / 2)], '')\n",
    "\n",
    "\n",
    "\n",
    "# Set the x and y axis labels\n",
    "\n",
    "plt.xlabel(\"Doppler (Hz)\", size=12)\n",
    "\n",
    "plt.ylabel(\"Relative Amplitude\", size=12)\n",
    "\n",
    "\n",
    "\n",
    "# Turn on the grid\n",
    "\n",
    "plt.grid(linestyle=':', linewidth=0.5)\n",
    "\n",
    "\n",
    "# Set the plot title and labels\n",
    "\n",
    "plt.title('Frank Code Ambiguity Function', size=14)\n",
    "\n",
    "\n",
    "\n",
    "# Set the tick label size\n",
    "\n",
    "plt.tick_params(labelsize=12)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Create the two-dimensional contour plot"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "from numpy import meshgrid\n",
    "\n",
    "\n",
    "# Create the grid\n",
    "\n",
    "t, f = meshgrid(time_delay, doppler_frequency)\n",
    "\n",
    "\n",
    "\n",
    "# Plot the ambiguity function\n",
    "\n",
    "plt.contour(t, f, ambiguity, 30, cmap='jet', vmin=-0.2, vmax=1.0)\n",
    "\n",
    "\n",
    "\n",
    "# Set the time axis limits\n",
    "\n",
    "plt.xlim(-len(code) * chip_width, len(code) * chip_width)\n",
    "\n",
    "\n",
    "\n",
    "# Set the x and y axis labels\n",
    "\n",
    "plt.xlabel(\"Time (s)\", size=12)\n",
    "\n",
    "plt.ylabel(\"Doppler (Hz)\", size=12)\n",
    "\n",
    "\n",
    "\n",
    "# Turn on the grid\n",
    "\n",
    "plt.grid(linestyle=':', linewidth=0.5)\n",
    "\n",
    "\n",
    "\n",
    "# Set the plot title and labels\n",
    "\n",
    "plt.title('Frank Code Ambiguity Function', size=14)\n",
    "\n",
    "\n",
    "\n",
    "# Set the tick label size\n",
    "\n",
    "plt.tick_params(labelsize=12)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.8.5"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}
